PHYS3009: Force and function at the nanoscale

Handbook 2023-24

Module Convenor: Dr Mike Smith, Rm C126, Physics Building, mike.i.smith@nottingham.ac.uk

This is a 10 credit Spring semester module

About the course#

Aims of the Module#

  • To provide an introduction to the kinematics of nanoscale systems

  • To help students to develop an understanding of the origin of forces on the nanoscale

  • To help students develop an appreciation of the role of intermolecular, interparticle and surface forces in nanoscale science, technology and biology.

Assessment#

Examination 100%:

    • In the summer assessment period.

      • In person, closed book

      • 2 hrs to complete paper

      • Access to an equation sheet containing some key equations. This will be available in advance

Contents:#

  1. The Nanoscale World

  2. Forces and potentials

  3. Polar interactions

  4. Dispersion interactions

  5. Hydrogen Bonds & the Hydrophobic Effect

  6. Measurement of nanoscale forces

  7. Surface energy, surface tension and adhesion energy

  8. Capillary pressure

  9. Colloidal interactions

  10. Steric interactions and entropic repulsion

  11. Depletion Interactions

  12. Aggregation

  13. Self-assembly

Using this guide#

The material in this module is drawn from a range of different sources making it difficult to recommend a single textbook that is written at the appropriate level that covers the material. As such I have put together these companion notes which function like a textbook for the course. All the material is covered in the same order as the course. Some students prefer written rather than oral explanations, and sometimes it is quicker and easier to look up / remind yourself about something specific in a sequential written text. You shouldn’t therefore feel you need to read this guide cover to cover, rather use it to complement the rest of your studies, looking up bits that perhaps you are unclear on or need to go over more slowly.

Questions?#

If you are stuck on any part of this course, try reading through the appropriate part here but if you are still struggling to understand, here are the options:

  1. I’m always happy to answer questions during or immediately after lectures.

  2. Every written question I answer from students will be posted to the Q&A forum of the Moodle page, so it is worth having a look there in case your question has already been addressed. If you want to see all questions and answers you may subscribe to this feature.

  3. If your question is not already listed then please email me your question at:

mike.i.smith@nottingham.ac.uk

I’m always happy to answer your questions and will usually get back to you in 1-2 working days. I will reply directly to your question and post in an anonymized way with the corresponding answer. I prefer to do this since then your question can then benefit others.

1. The Nanoscale World#

The Nanoscale World#

The nanoscale world is very different from the macroscopic one that we inhabit. Thermal fluctuations constantly buffet and agitate molecules so that a good mental picture is one of ceaseless random motions. Bringing some order to this chaos, nanoscale forces attempt to resist these disruptive influences.

Microscopic and Nanoscale Forces#

Interatomic, intermolecular and surface forces act between different objects and are responsible for holding (or not holding) materials such as solids, liquids and gases together. These forces often have a simple power law dependence, but they are all extremely short-range interactions that persist over distances of 0.2 nm to 100nm.

Brownian motion and what it tells us about the micro / nanoscale world#

Unlike the macroscopic world, the motion of atoms, molecules and sub-micron particles is dominated by the thermal fluctuations of atoms and molecules that surround them. Each object is constantly being pummeled by atoms and molecules in their environment which are in turn being pummeled by their neighbours. This means that motion through a liquid on the nanoscale is more like trying to swim through a children’s ball pool (where the balls are constantly being fired at you from all sides using a tennis ball cannon) and less like trying to swim as one might in a swimming pool full of water.

My point here is that the constant thermal motion that occurs on the sub-micron and nanoscale makes motion very different on these length scales (and subsequently has significant consequence for the design of swimming objects on these length scales – although this will not be covered in this module). Instead of smooth fluid like motion, like that obtained in bulk liquids (where inertial effects are important), we find that the atoms, molecules and small particles diffuse around, executing a random walk such that their mean square displacement <x2> after a time, t, is given by

![](data:image/x-wmf;base64,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) [equation 1.1]

i.e. their displacement varies as t0.5.

The constant D is referred to as the diffusion coefficient (m2s-1) and can be related to the size of the diffusing object and the viscosity,, (Pas) of the surrounding medium. For a spherical object of radius a this is given using the Stokes-Einstein equation ![](data:image/x-wmf;base64,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) [1.2]

The thermal energy scale#

At temperatures above absolute zero the atoms can have a significant amount of thermal energy. This thermal energy causes the atoms and molecules in a substance to jiggle around constantly, bashing into one another with effect of disrupting any interactions between the atoms. When the thermal energy associated with atoms, molecules and particles becomes comparable to the energy of interactions, the interactions will cease to be significant.

We therefore need to determine the magnitude of the thermal energy scale and to determine how this influences forces (e.g. Gravity and Van der Waals).

Suppose we start by considering the atoms/molecules in an ideal gas whose behavior can be described using the ideal gas equation.

![](data:image/x-wmf;base64,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) [1.3]

This equation relates the pressure P (Nm-2) and volume V (m3) of a gas, to the number of moles, n, and the temperature, T (Kelvin) using the molar gas constant R (Jmol-1K-1). It is an equation with which you should be familiar and which you may have encountered at A-level (if not in your first year).

The left-hand side of this equation has units of energy (Nm-2 x m3 = Nm)

In fact, PV is the total internal energy of the gas, which is manifested as the kinetic (or movement) energy of the molecules.

As both sides of the equation must have identical units, the right-hand side must also have dimensions of energy. If we note that the number of moles of a substance, n, is simply the number of atoms/molecules in the gas, N, divided by Avogadro’s number, NA (=6 x 1023) we can write

![](data:image/x-wmf;base64,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) [1.4]

So the total internal energy of the gas is NkT, where k is Boltzmann’s constant (k=1.38 x 10-23 JK-1). This means that the average thermal energy associated with each of the N atoms in the gas is

![](data:image/x-wmf;base64,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) [1.5]

In fact, things are not quite this simple as the internal energy of a gas depends upon the properties of the individual molecules (cf thermal physics module). However, this very simple result does provide the correct order of magnitude for the thermal energy scale at a given temperature T.

How big is kT?#

At room temperature, T=300 K, so kT = (1.38 x 10-23)(300) = 4.14 x 10-21 J (or 25 meV).

For two Neon atoms at a separation of 0.2 nm, their Van der Waals energy of interaction Udispersion is given by

![](data:image/x-wmf;base64,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) (or 38 meV)

These two energies are very similar therefore we expect that the Van der Waals interactions between individual atoms and molecules would be disrupted by their constant thermal jiggling on length scales larger than a fraction of a nanometre. This turns out to be the case, confirming that the thermal energy scale is important on the nanoscale

The Boltzmann Equation#

The Boltzmann equation enables us to compare the importance of the thermal fluctuations with energy (kBT) to the strength of a particular interaction or potential. This gives probability that thermal energy disrupts an interaction of strength U. N.B it is only proportional to not equal to

[1.6]

In the lectures we thought about some particles suspended in a liquid. Depending on their size they either sedimented or stayed suspended in the liquid. We can use the Boltzmann probability to understand this. That is that for small enough particles, gravity is of negligible importance. The gravitational potential of a particle is given by mgz where z is the height mg is the effective weight (ie weight of particle minus the upthrust of the liquid). We can therefore rewrite the Boltzmann probability in terms of the concentration of particles at different heights.

[1.7]

φ is the volume fraction of particles, that is the number of particles multiplied by the volume of a particle divided by the volume of the containing liquid. If gravity is insignificant then the concentration of particles should change on a lengthscale (lg) much larger than the height of the container.

[1.8]

As we showed at particle radii ≤ 1µm particles are dominated by thermal motions and gravity becomes unimportant. This is fundamental to understanding the nanoscale world. Our macroscopic experience of gravity gives meaning to concepts like up and down. Inertia and momentum, so crucial to Newton’s laws, are likewise no longer important concepts at the nanoscale. We therefore have to do some rethinking…

2. Forces and Potentials#

Relationship between force and potential#

The force, F, on an object can be related to the gradient in its potential energy, U, with respect to distance, x, by the formula

![](data:image/x-wmf;base64,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) equation 2.1

This is an extremely important formula in physics and we will use it a lot in this module.

The ‘sign’ of the potential energy

posneginteractionWhen the potential energy is negative the interaction between two bodies is favourable. Consider the example of the potential energy of a system of positive and negative charges

Potential energy U < 0

Similarly, when the potential energy is positive, interactions are unfavourable.

posposinteraction

Potential energy U > 0

The sign of the force

posnegforceposposforceIn the conventions used throughout this module positive forces are repulsive and negative forces are attractive. Again consider the electrostatic forces acting between charges of the same and different sign

|F| > 0 |F| < 0

Strong Inter-atomic and intermolecular forces

Electrostatic (Coulomb) Interactions

You have already met Coulomb interactions in the first year ‘Newton to Einstein’ module.

Some atoms and molecules (for example proteins) may acquire a net charge and will interact via electrostatic forces

Figure 2.1 Protein molecules such as Insulin (pictured here) become charged when placed in aqueous environments. The charge that they acquire is sensitive to pH and salt concentrations. These molecules can interact via electrostatic forces

posposforceXThe electrostatic potential energy of two molecules having charges q1 and q2 that are separated by a distance, x, is given by

![](data:image/x-wmf;base64,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)

Equation 2.2

o=8.85 x 10-12 Fm-1

=relative permittivity of medium in which the molecules are suspended

![](data:image/x-wmf;base64,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)The electrostatic force acting between two molecules having charges q1 and q2 that are separated by a distance, x, is given by

Equation 2.3

The sign of the force depends upon the signs of the charges

If q1q2 < 0 force is attractive (negative sign)

If q1q2 > 0 force is repulsive (positive sign)

The range of interactions

As discussed previously, the thermal motion of atoms and molecules tends to disrupt the interactions between them.

At ‘small’ distances interactions between atoms and molecules are strong enough to overcome the effects of thermal motion.

At ‘large’ distances interactions between atoms and molecules become weaker and are unable to overcome the effects of thermal motion.

Small and large are relative terms and depend on the nature and strength of the interaction between two atoms/molecules.

We can estimate the range of an interaction by comparing the thermal energy to the size (magnitude) of the potential energy of two molecules.

![](data:image/x-wmf;base64,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)

Equation 2.4

When |U(x)| £ kT thermal motion disrupts the interactions

When |U(x)| > kT the atoms/molecules still feel the interactions between them

When the two are equal we see a cross over from one regime to another. The distance, x, at which this occurs gives a measure of the range of an interaction.

Example: Range of electrostatic interactions

![](data:image/x-wmf;base64,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)We can obtain an estimate of the range Xrange of the electrostatic interaction between two charged atoms/molecules if we equate kT with our expression for the electrostatic potential energy (equation 2.2)

Equation 2.5

![](data:image/x-wmf;base64,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)Rearranging gives

Equation 2.6

For x ≥ Xrange electrostatic interactions become unimportant relative to thermal energies

x < Xrange electrostatic interactions start to dominate interactions between atoms/molecules

Ionic Crystals

NaClcrystalElectrostatic interactions are responsible for the formation of ionic crystals

For example, consider NaCl

Large green ions are Cl-

Small red ions are Na+

Each Cl- ion has

6 nearest neighbour Na+ ions at a distance r

12 next-nearest neighbour Cl- ions at √2_r_

8 next-next-nearest neighbour Na+ ions at √3_r_

We can use this information to calculate the (cohesive) energy per ion holding the crystal together by summing up the contributions to the potential energy from all neighbours to give

equation 2.7

Where α is called the Madelung constant (α=1.748 for NaCl) and e is the electronic charge
(1.6 x 10-19C)

Covalent Bonds

Covalent bonds are highly directional and are chemical in origin (e.g. pi bond created by overlap of d electron orbitals)

These interactions originate from the sharing of valence electrons to facilitate the filling of electronic shells within atoms → stable structures.

ChlorinemoleculeThe directionality of the bonds is caused by the mutual repulsion of the electrons in neighbouring bond orbitals.

  • Covalent forces (bonds) operate over short distances 0.1-0.2 nm

  • The energies associated with the formation of these bonds are typically 2 to 8 eV

  • You will learn more about these in the 3rd year Solid State module

Metallic bonding

Sharing of electrons between metal atoms gives rise to another form of bonding. However, in metallic bonds, the electrons become delocalised throughout the material in such a way that they are shared between many nuclei .

The ‘sea’ of delocalised electrons helps to screen the repulsion between neighbouring nuclei and hold them together.

  • Metallic bonds are comparable in strength to covalent bonds (a few eV per bond)

The delocalisation of electrons can be used to explain many of the properties of metals

Optical – The optical properties of metals are determined by how the ‘sea’ of electrons responds to the oscillating electric and magnetic fields associated with incident light

Electrical and Thermal – Delocalised electrons are easier to move, so metals are good conductors of heat and electricity

The bulk properties of gold are determined by how its electrons move around. When we make gold nanoparticles the motion of the electrons becomes confined and the properties change. In the gold nanoparticle solutions shown, the optical properties (colour) are changed by changing the size of the particles.

What do we mean by a “Strong Interaction”?

“Strong” and “Weak” are relative terms. In the context of interactions we can think of a “Strong” bond as something which is stable against thermal fluctuations. That is in a large sample, even if we wait a long time, none of the bonds will be disrupted. In contrast a “Weak” interaction is one which has a reasonable probability of being disrupted and hence the two atoms / molecules being held together by the interaction would then be free to diffuse away from one another.

To define this probability more carefully we return to the Boltzmann probability:

 

The probability of a bond / interaction being disrupted by thermal fluctuations is proportional to the potential of the interaction divided by kT (N.B it is proportional because the prefactor in front of the exponential is unknown – related to collision probabilities etc). The stronger the interaction the larger the value of U/kT. To illustrate, a covalent bond ~ 100kT whereas a Van der Waal’s interaction (to be covered in later lectures) ~ 2kT.

U/kT ~ 100. à e-100 = 3.7x10-44 à Stable or “strong” interaction

U/kT ~ 2 à e-2 = 0.13 à Probability is significant, meaning the interaction is “weak”

3. Polar interactions and Dipoles

polarHClPolar Molecules

Many molecules are electrically neutral and carry no net charge. However, they can still possess an electric dipole moment

Consider the molecule HCl (hydrogen chloride), although it is electrically neutral, the electrons in the HCl bond lie closer to the chlorine nucleus, giving the Cl end of the molecule a slightly negative charge and the H end of the molecule a slightly positive charge of the same magnitude.

The reason for this is that electronegative atoms such as chlorine have a higher affinity for electrons than atoms such as hydrogen. In the case of HCl, the electrons are pulled towards the chlorine atom giving rise to a permanent dipole.

Zwitterions and dipolar ions

zwitterion_glycineIn some cases, the polar properties of the molecules depend upon the local environment (e.g. presence of solvents). Water soluble dipolar molecules of this type are called Zwitterions (Zwitter- German meaning ‘hybrid’ )

Some molecules contain both a net charge and a dipole moment. These molecules are referred to as dipolar ions

How do we define an electric dipole moment?

DipoledefinitionRecall from electromagnetism that a dipole consists of two charges (+q and -q) separated by a distance d

The dipole moment, p, is then defined as

The electric dipole moment has units of Cm.

Electric Field due to a dipole

When calculating the forces that are exerted during dipole-dipole interactions it is first necessary to calculate the field due to an electric dipole.

Consider two charges separated by a small distance, d in a medium of dielectric constant,

dipolesfieldpara

We can calculate the field at the point, x, by summing up the fields due to the two point charges. When x >> d this gives the result (for an axial position)

Potential energy of a dipole in an electric field

Consider a dipole in an external electric field. There is no net force on the dipole as the forces on each of the charges are equal and opposite. However, the forces exerted on these charges will create a torque on the dipole and will cause it to rotate.

We can calculate the potential energy (U) of the dipole by calculating the work done (W) in rotating the dipole, as U=-W.

This gives the result:

Polarisation of atoms and molecules using external fields

dipoleinafieldWhen an electric field is applied to a neutral atom or molecule, the forces on the charged particles (electrons and nuclei) which comprise the atom or molecule cause some charge separation and hence lead to the formation of an induced dipole on the atom/molecule.

The dipole moment of an atom or molecule can be related to the external applied electric field by

where is the polarisability of the atom/molecule in units C2m2J-1

forcesondipoleinfieldPolarisability of atoms, molecules and small particles

We can determine the polarisability of an atom, molecule or small particle in an applied external field by balancing the electrostatic forces between the separated charges and the force exerted due to the application external field. This gives the result

Where d is typically smaller than, but comparable to radius, R, of the atom, molecule or particle_._ So scales with the volume of the atom/molecule ( ~ R3 ~ Volume).

Polarisability scales with the volume of the molecule.

Summary of key concepts

Dipole moment

Electric field due to a dipole

Potential energy of a dipole in an E field

Dipole induced by an E field

Polarisability

  1. Dispersion Interactions

Dispersion interactions are always present and act between all atoms and molecules. This is in contrast to other types of interaction such as ionic and covalent interactions, which may or may not be present depending upon the type of atoms/ions/molecules in a material.

Dispersion interactions are dipole-dipole interactions, which arise as the result of temporary local fluctuations in charge density on atoms/molecules.

  1. Temporary fluctuations in charge density create an instantaneous dipole on one atom/molecule.

  2. The resulting electric field produced by this dipole then induces a dipole in a neighbouring atom/molecule

  3. A force is exerted between the two correlated dipoles.

Properties of dispersion forces

  • Can be attractive or repulsive (usually former)

  • Tend to have a weak orientational effect on neighbouring atoms/molecules

  • Can be relatively long ranged between macroscopic bodies (0.2 nm to >10 nm)

  • They play a role in a many important phenomena such as adhesion, surface tension, wetting, flocculation and aggregation of particles.

Potential energy due to dispersion interactions

The potential energy of the dispersion interaction (and indeed any interaction) is a useful tool in helping us to determine the force between two nanoscale objects, as the force is simply related to the spatial derivative of the potential. We can determine the potential energy of an induced dipole in the E-field due to an instantaneous dipole by using the concepts relating to polar interactions developed already.

Consider an instantaneous dipole of magnitude p1=qd on an atom/molecule at the origin (where q is the magnitude of the charge and d is the separation between the positive and negative charges in the resulting dipole).

dipoledipoleinteractionaxes

If a second atom having polarisability, , is placed at a distance, x, from the origin, this atom will experience a separation of charge and will have an induced dipole moment,

However, we have already shown that the electric field due to the first dipole can be approximated to

Also, we know that the potential energy of a dipole in an electric field is given by

Combining these three results gives the potential energy of the induced dipole in the electric field due to the instantaneous dipole as

where C is a constant (Jm6) which determines the ‘strength’ of the interaction between the two atoms.

This expression is the potential energy due to the dispersion interaction between two atoms, but is equally valid for the dispersion interaction between molecules.

The key point is that the potential energy due to dispersion interactions has a power law dependence which decays as 1/x6 These interactions therefore decay much faster than for example the coulomb interaction which has a much longer ranged 1/x2 dependence.

Dispersion Forces

Having derived an expression for the dispersion interaction potential energy, we can determine the force exerted on each of the two atoms by calculating the derivative of the potential, such that

The Range of Dispersion interactions

When the dispersion potential energy becomes comparable to thermal energies, these interactions will start to become less important. We can calculate the range of the dispersion interaction at a given temperature, T, by equating the dispersion potential energy with the thermal energy.

Rearranging this expression gives

Inserting typical values of =9 x 10-40 C2m2J-1 and p=qd=5 x 10-30 Cm for individual atoms at T=300 K gives a value of around 0.3 nm for the range of interaction.

This distance is comparable to the radius an atom (~ 0.1 nm) and shows that dispersion interactions between atoms, while being short range, are strong enough to hold atoms in close contact against the effects of thermal agitation. These types of interactions are responsible for holding simple liquids and some organic solids together.

Why don’t atoms and molecules collapse in on one another?

The form of the dispersion potential predicts that interactions get stronger as atoms and molecules get closer together i.e. the forces become more attractive the closer they get to one another.

So what prevents atoms and molecules from collapsing into one another? The simple answer is that there must be an even shorter range repulsive interaction which exerts a larger force than that generated by dispersion forces when the atoms and molecules come into close contact.

This short-range interaction arises due to the Pauli exclusion principle:

“Two or more electrons may not have the same quantum state.”

In other words, overlap of electron clouds of two atoms is strongly repulsive. However, this is not something that we can derive from first principles so instead we use an empirical potential of the form,

The Lennard-Jones (6-12) potential

The total interatomic/molecular potential between two atoms or molecules is therefore given by summing the attractive and repulsive potentials, as discovered by Prof. Lennard-Jones,

where B, C,  and  are all constants.

The plot below shows the shape of the attractive, repulsive and total (attractive + repulsive) potentials as a function of the separation between the atoms/molecules.

lnnardjonesUvsdistance

The force exerted on each of the atoms/molecules is given by taking the derivative of the Lennard Jones potential and gives

The form of the force versus the separation between the atoms/molecules is plotted below in reduced units.

The equilibrium separation occurs when F=0 i.e. when the derivative of the potential is zero.

At distances less than ~ 1.1, the net (total) force is positive and therefore repulsive.

At distances greater than 1.1, the net (total) force is negative and therefore attractive.

lnnardjonesforcevsdistance

Dispersion interactions between extended bodies

We have considered the dispersion interaction between isolated atoms and molecules. From here we can start to work out how dispersion interactions affect the forces that are exerted on extended and macroscopic bodies that are made up of many atoms/molecules.

Recall that the dispersion potential energy between isolated atoms/molecules has the form

This power law dependence of the potential does not hold for macroscopic objects that contain many atoms/molecules.

So what happens when many atoms/molecules come together? The answer to this question is relatively simple.

If the interaction energy between an atom/molecule and one of its nearest neighbours is given by U, then an atom that is surrounded by N nearest neighbours will have a potential energy of order NU.

In reality, it is not always quite this simple, but this argument is correct in the sense that the more atoms/molecules we have in a cluster, the greater the magnitude of the total potential energy associated with the interactions will be. This means that by bringing many atoms/molecules together we can increase the cohesive energy of the resulting cluster.

Increasing the cluster size only works up to a point, as next nearest neighbours and next-next nearest neighbours experience an increasingly weaker interaction with the central atom/molecule. However, these effects can be strong enough to hold some liquids and some organic solids together, particularly if the molecules that comprise these materials are large and thus able to experience many interactions with neighbouring molecules.

A classic example of molecules held together by dispersion forces are the linear alkanes. These are linear chains of carbon atoms with single bonds between them. Each carbon atom in the chain has two hydrogen atoms attached to it (except at the ends, where each carbon atom has three hydrogen atoms attached to it). The lower alkanes such as methane (CH4) and ethane (C2H6) are gases. However, as the length of the alkane chain is increased, these materials form liquids such as octane (C8H18) and eventually solids such as C18H36. In each case the number of interactions between neighbouring molecules determines their cohesive energy and hence the physical state of the material.

5. Dispersion Interactions – larger objects

Gecko feet

The additive nature of interactions is expected to effect the strength of the dispersion interaction between macroscopic bodies.

250px-Gecko_foot_on_glassGeckos live in hot dusty climates. These creatures have the extraordinary ability that they can climb sheer surfaces and walk upside down across smooth glass plates. The mechanism by which they do this depends on small soft structures on their feet which allow them to stick to almost any surface. These small structures deform when the gecko puts its foot on a surface. This increases the amount of contact between the foot and the surface and thus increases the effective strength of the dispersion interactions between the gecko and the thing it is standing on.

Dispersion interactions between macroscopic bodies

We have seen that the additive nature of short-range dispersion interactions can make these interactions significant, but how can we describe these interactions mathematically?

We will begin by considering the interaction between an isolated atom/molecule and a semi-infinite solid surface separated by a distance D.

moleculesurfaceintor

Semi-infinite

solid surface

Atom/molecule

Consider a small annulus or ring in the solid surface which has a radius, y, and which is a distance, x, from the atom/molecule

annulus moleculesurfacedetail

All the elemental volumes in this ring are at the same distance r from the isolated atom, they therefore have the same interaction. Integrating over x and y we can add up all the contributions in the slab (see lectures for details).

Interactions between a slab of material and another semi-infinite slab**.**

Derive an expression for the dispersion forces acting between a perfectly flat slab of area S and a semi-infinite solid if the number density of atoms in the slab and solid are n1 and n2 respectively.

surfacesurfacedetail

To solve this problem we start with the expression for the potential energy due to dispersion interactions between a molecule and semi-infinite surface which are separated by a distance x.

We then work out the number of atoms in a slice (red in the diagram above). We add up all the contributions to the dispersion interaction between this slice and the semi-infinite surface. Finally, we add up all the slices in the slab to reach the total interaction with the solid surface.

Interactions between a sphere and a semi-infinite slab

Derive an expression for the dispersion forces which act between a sphere of radius R (for separations D>>R) and a semi-infinite solid if the number density of atoms in the spheresurfacedetailslab and sphere are n1 and n2 respectively.

As in the last example, we start with the expression for the potential energy due to dispersion interactions between an individual atom/molecule and a flat surface and add up the contributions due to all the atoms/molecules in the sphere.

A general strategy

In all the examples above we follow a similar pattern

  1. Look for the symmetries in the system. Eg. With the sphere it is symmetric about the middle.

  2. Split the problem up into elemental volumes (that is those atoms that are all the same distance from the semi-infinite sheet.

  3. Integrate between the limits to add up the different contributions

The Hamaker Constant

The strength of the dispersion interaction between materials is often quantified in terms of the Hamaker constant, A

n1 and n2 are the number densities of atoms/molecules in the two interacting materials (m-3)

C is the ‘strength’ of the interaction between an atom/molecule from one material and an atom/molecule from the other (Jm6)

A12 is the Hamaker constant for materials 1 and 2 (J)

We can rewrite our expressions for the dispersion interaction energy between two macroscopic bodies in terms of the Hamaker constant

Dispersion Interaction energy between a flat slab of area, S, and a semi-infinite solid

Dispersion Interaction energy between a sphere of radius, R, and a semi-infinite solid

We can also write the forces in terms of the Hamaker constant

Dispersion force between a flat slab of area, S, and a semi-infinite solid

Dispersion force between a sphere of radius, R, and a semi-infinite solid

Hence we can determine the strength of the dispersion interaction A12 between two materials by measuring forces acting between two macroscopic bodies. The importance of a Hamaker constant is that we combine a bunch of constants into a single one which represents how two materials interact.

Some other important geometries

The geometry of the macroscopic bodies is important in determining the separation dependence of the dispersion interaction…

HamakerspheresSphere-sphere

HamakerparacylindersParallel cylinders

HamakerperpcylindersPerpendicular cylinders

How big are Hamaker constants?

Values of A typically lie in the range 10-21 to 10-19 Joules (kTroom = 4.41x 10-21 J)

Taken from Surface and Intermolecular forces by J. Israelachvili 3rd edition.

The range of dispersion interactions between macroscopic bodies

We can calculate the range of the interaction by comparing dispersion and thermal energies i.e. |U(Drange)| ~ kT. In reality, this description does not work for truly macroscopic objects, but is valid on the submicron and nanometre length scales where thermal effects are still important in influencing the behaviour of particles and inter-surface forces.

For the interaction between a sphere of radius R and a solid surface we have

Hence

For values of T=300K, R=10 nm and A12=10-19J, Drange ~ 10R = 100 nm

This is significantly longer range than the interaction between individual atoms/molecules (~0.3nm).

The potential for extended bodies depends on a much lower power of R usually 1/R2 or 1/R3 depending on geometry, whereas for individual molecules it is 1/R6. This is why dispersion forces are so important because in material bodies when we add up the individual interactions we find the range over which they are not disrupted by thermal interactions is much longer.

The magnitude of forces between macroscopic bodies

We can also calculate the magnitude of the forces exerted on macroscopic bodies due to dispersion forces. Sticking with the sphere and surface we have

If a nanoparticle has R=10 nm, A12=10-19J

When D=100 nm, F= 3 x 10-14 N ~ 0.03 pN

When D=10 nm, F= 3 x10-12 N ~ 3 pN

But can we measure forces this small? The answer is yes, but we will come to this soon.

We can also calculate the force between a perfectly flat slab and a semi-infinite solid. Recall that the force is given by

If the area of the slab is S=10-4 m2 (1cm2) and A12 = 10-19J. What is the force between the slab and the surface at a separation of 0.3 nm?

The answer is ~20,000 Newtons, This is a very large force!

Summary of key concepts

fluctuation2dipolesDispersion interactions arise due to instantaneous dipole fluctuations and the dipoles these induce in neighbouring atoms/molecules

The potential energy due to attractive dispersion interactions between atoms and molecules has the form

Range of dispersion forces between individual atoms is ~ 0.3 nm

The total interaction (dispersion + hard sphere repulsion) between neutral atoms and molecules can be described using a ‘6-12’ Lennard-Jones potential of the form

Dispersion interactions between macroscopic bodies occur over significantly longer ranges than for isolated atoms/molecules

We can derive expressions for the dispersion interaction energy and forces between macroscopic objects.

Dispersion Interaction energy between a flat slab of area, S, and a semi-infinite solid

Dispersion Interaction energy between a sphere of radius, R, and a semi-infinite solid

Dispersion force between a flat slab of area, S, and a semi-infinite solid

Dispersion force between a sphere of radius, R, and a semi-infinite solid

The strength of the dispersion interaction can be quantified in terms of the Hamaker constant A

Dispersion forces on nanoscale objects can be on the pN to nN scales

6. Water, Hydrogen Bonds & the Hydrophobic Interaction

In this chapter we will study two interactions that deserve special mention in their own right. These are hydrogen bonding interactions and the hydrophobic interaction. These are both extremely important interactions in biology and as we will see in this and future chapters, they are responsible for helping to maintain the structure of proteins and other biomacromolecules as well as the structure of cell membranes. However, before we begin to discuss these interactions it is worthwhile considering the properties of the solvent in which these interactions are usually most prevalent…water!

Properties of Water

Water is arguably the most important liquid on earth. All biological organisms have a high water content and need a relative abundance of it to survive.

Nanoscience also exploits the dielectric properties of water to help stabilise particles and surfaces in solution (via electrostatic colloidal interactions which we will cover later on in this course).

Although to us, water may seem like a typical liquid, this is far from the case. When compared to other simple low molecular weight liquids it has high melting and boiling points. It also has a high latent heat of vaporisation and surface energy when compared to other liquids. These properties all point to the fact that interactions other than simple dispersion interactions are present in water.

polarbonds.jpgThese properties are due to the special nature of the interactions between water molecules.

If we consider atoms such as oxygen (O), nitrogen (N), fluorine (F) and chlorine (Cl) we find that they are highly electronegative (they tend to pull electrons towards themselves).

This has the effect of making covalent bonds with these atoms quite polar. They are therefore permanent dipoles.

Bonds between these atoms and hydrogen tend to have a greater polarity. Interactions between dipoles on different molecules are called dipolar interactions. When these dipoles are formed by hydrogen atoms connected to electronegative atoms they are referred to as hydrogen bonds. Hydrogen bonding is present in water and is responsible for determining many of its properties.

Note: The presence of electronegative atoms will tend to create dipoles on a molecule. However, if the arrangements of the bonds are such that all the dipole moments cancel out there will be no net dipole moment on the molecule and it will be apolar. In the diagram above HCl, NH3 and CH3Cl have dipole moments that do not cancel out and are thus polar molecules. However, although both BF3 and CCl4 have polar bonds in them, the symmetry in the distribution of these bonds means that the net dipole moment is zero and they are apolar.

How strong are Hydrogen bonds?

The energies associated with individual H-bonds are typically

10-40 kJmol-1 (0.1 to 0.4 eV)

Comparing this with the energies associated with other bonds we have

Metallic and Covalent Bonds ~ 500 kJmol-1 (5 eV)

Van der Waals (dispersion forces) bonds ~ 1 kJmol-1 (10 meV)

They are harder to overcome than simple dispersion interactions and are relatively stable at room temperature. The temperature controls whether these bonds break apart. If the temperature drops below T=0°C thermal fluctuations struggle to overcome the strength of the bond. As the Temperature climbs to T=100°C thermal fluctuations have an increasing probability of overcoming the bond to enable the molecules to move apart.

The structure of ice

The location of hydrogen bonds on molecules infers greater specificity than simple dispersion interactions (i.e. dipoles will only interact electrostatically with dipoles and charges on other molecules), but it also introduces some directionality to the bonds. Dispersion forces on the other hand act between all molecules and tend to be indiscriminate in the directions in which they act (i.e. they have spherical symmetry).

waterandice.jpgThe directional nature of hydrogen bonds in water causes water molecules to pack into an open tetrahedral structure when it forms ice. When water crystallises, the average number of nearest neighbour molecules decreases from ~5 in liquid to 4 in ice (resulting in a lower density) as the structure becomes more open.

This is unusual as crystalline solids are usually denser than the liquid because atoms/molecules become more closely spaced in the solid state.

The structure of water

722px-Liquid_water_hydrogen_bond.pngAt low (~ room or body) temperature, the polar nature of the interactions between water molecules causes liquid water to retain some of this tetrahedral structure.

The hydrogen bonds are still present, but the molecules are more mobile. The interactions between H-bonds are dipole-dipole interactions.

Summary of properties of H-Bonds

Quadruple_Hydrogen_Bond.jpgCarboxylic_acid_dimers_Hbond.pngH-bonds are dipole-dipole interactions between specific functional groups. As such they have some directionality

They have energies of ~ 4-16 kBTroom (dispersion energies ~ 1 kBTroom )

This makes them ‘sticky’ and more stable than simple dispersion forces but they can also be disrupted by thermal motion of the molecules

Hydrogen bonding in nanoscience

The above properties are highly desirable when trying to form networks of molecules that will self-assemble into large ordered structures. Directionality and stickiness are clearly very important for helping to build a structure of any kind. Without stickiness, the structure would not hold together and in the absence of directionality we would have no control over how the molecules would stick together i.e. we would end up with a horrible, blobby, amorphous lump of molecules. However, an equally important property which makes hydrogen bonds particularly useful for creating self-assembling structures is the fact that they are relatively weak (compared to interactions such as covalent bonds). This means that they can be occasionally broken by thermal motion of the molecules. The thermal motion of the molecules allows bonds to break and reform in such a way that the system find its most stable structure and does not get trapped in other less energetically favourable states because bonds cannot be broken again.

Molecules that form many H-bonds with neighbours have higher dissociation energies and are thus more sticky than molecules which form only a few of these bonds. Varying the number of H-bonds on a molecule can therefore be used to increase or decrease the stability of the structures that they form; Moreover, if the locations of the H-Bonds are carefully designed into the molecules, the specificity of the interactions between them can be increased and greater control can be obtained over the structures that they will form.

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)If the molecules are designed carefully, the directionality of H-bonds can be used to form supramolecular aggregates that self-assemble in solution or on a surface. A nice example of this is the case of melamine and a molecule called PTCDI (see figure on the right). Each PTCDI molecule is capable of forming three specific hydrogen bonds with a melamine molecule. However, melamine can form a total of nine of these H-bonds with PTCDI, meaning that each melamine molecule can be connected to three PTCDI molecules. As result, when these molecules are mixed in the presence of a flat (noninteracting) surface, they tend to form large areas of a hexagonal lattice, where the vertices and edges of the hexagons are made of melamine and PTCDI molecules respectively.

Hydrogen bonding in nature

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)Biological molecules also exploit the directionality of H-bond formation to produce rigid, structural elements that give these large molecules a well-defined shape. For example, proteins use hydrogen bonds to create well-defined structural elements such as helical structures and folded chain structures called beta-sheets. DNA also uses the specificity of hydrogen bonding between complimentary base pairs to produce its characteristic double helix structure.

Hydrophobic interactions

The hydrophobic effect is a difficult subject as it logically fits with two sections of this course. Here we give an explanation of the effect but we will revisit the topic later (“Entropic forces”). If you find the discussion of entropy initially confusing this is understandable. However, a more detailed explanation of this aspect is included later.

clathratecagewithmethane.gifWhen a nonpolar molecule comes into contact with polar liquids such as water it can only interact via dispersion forces (~0.4 kBTroom). These are much weaker than the hydrogen bonds that water prefers to form (~4-16 kBTroom).

As a result of these less favourable interactions, water molecules will tend to reorient themselves near non-polar molecules to form a more ordered structure which maximises H-bonding called a Clathrate cage (see image on right showing a methane molecule surrounded by water molecules).

This increase in the local ordering of the molecules causes a reduction in the entropy of the water surrounding the non-polar molecules. There is a large entropic energy penalty (equivalent to ~10-30 kJmol-1 or approx 4-12 kT at room temperature) associated with increasing the local order (decreasing disorder) of water molecules around a nonpolar molecule. Since this entropic penalty is proportional to the area of contact between the nonpolar molecule and the water minimising this area will be favourable![A picture containing icon

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). For this reason, nonpolar molecules will have a strong tendency to cluster together in water, to reduce the total area of the nonpolar/water interface. This is the physical origin of the hydrophobic effect.

Two droplets of a nonpolar liquid in water will experience an effective interaction due to the need to increase the entropy (decrease the order) of surrounding water molecules. They can satisfy this criteria by sticking together and reducing their total surface area.

Note: The hydrophobic effect is not the result of a direct interaction between nonpolar molecules. It occurs as a consequence of the need to maximise the entropy of surrounding water molecules

There is still no satisfactory theory to explain the details of the hydrophobic interaction. This is because the interaction between two surfaces involves many layers of intervening molecules.

Measurements show that the interaction energy, U, decays exponentially with the separation between surfaces

where 1 is the interfacial energy with water, S, is the interfacial area and o is the range of the interaction

o ~1-2nm

The hydrophobic force

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)The hydrophobic force between two flat surfaces with a separation D is given by

where 1 is the interfacial energy with water, S, is the interfacial area and o is the range of the interaction. o ~1-2 nm

Hydrophobic interactions in nature

insulin folded unfolded.bmp200px-Phospholipids_aqueous_solution_structures_svg.pngThe hydrophobic interaction is also used by protein molecules to ensure that the molecules fold up in a specific way. Parts of the protein that are required to be in the centre of the molecule are hydrophobic, while those that need to be on the outside of the molecule are hydrophilic. When these molecules are placed in water, they ‘fold’ up in such a way that the hydrophilic parts are in contact with water while the hydrophobic parts cluster together in the centre of the folded structure. When combined with the hydrogen bonded structures mentioned above, these interactions lead to the formation of highly specific arrangements of the different structural elements in the protein molecules. This is important because the arrangement of structures such as beta-sheets and alpha-helices control the biological function of these large molecules.

As we will see later, the hydrophobic force is also important in the formation of biological (cell) membranes and in the self-assembly of surfactant micelles. The latter structures have numerous applications in nanotechnology.

7. Surface vs Bulk

Cohesive energy of bulk atoms and surface atoms

In the bulk of a material, atoms and molecules are surrounded by NBulk nearest neighbours.

If each interaction with the central atom/molecule has an energy, -u, the total interaction energy becomes

UBulk = -NBulku

When we create a surface in material and expose it to vacuum each surface atom/molecule has fewer nearest neighbours

solidsurfaceatomneighboursNsurf < NBulk

The interaction energy per atom/molecule is then

Usurf = -Nsurfu

There is therefore an excess amount of energy

U = Usurf -UBulk = (NBulk - Nsurf ) u

associated with each surface atom/molecule. Since this is positive it is unfavourable.

solidsolidSurface energy is the excess energy required per unit area to create a surface in a vacuum

The energy required to create two new surfaces in a material, each having area S is

where __is the surface energy of the material in Jm-2.

Calculating the surface energy of simple materials from inter-surface potentials

The surface energy of a material can also be thought of as the energy required to separate two surfaces from their inter-atomic/molecular distance, Do, and to remove them to infinity.

In lectures we showed that the potential energy due to dispersion interactions between two surfaces, U, is given by

where A is the Hamaker constant (J) and S is the area of the surfaces (m2)

This is also the energy required to separate the two surfaces from a separation Do to infinity. We would expect therefore that the surface energy should be equal to half this potential energy (as there are two surfaces) per unit area.

This gives:

Do calculations agree with experiments?

Work of Adhesion

The energy required per unit area to separate two surfaces of materials 1 and 2 in a third medium (medium 3) is called the work of adhesion (W).

It is the energy required to break the interface between two materials and form two new interfaces.

Interfacial energy is the excess energy per unit area required to create an interface between two different materials.

bluesolidsolidbluesolidsolid

The interfacial energy between materials 1 and 2 is represented by 12

Surface and interfacial tension

Surface/interfacial tension is the force required per unit length to extend a surface/interface (measured in Nm-1). This is actually the same thing as the surface energy. Consider:

The energy (dU) required to increase the area of the liquid surface in the diagram by a small amount Ldx is

The magnitude of the force exerted on the barrier is therefore

So

So surface energy  is also the force acting per unit length at a liquid interface (also called surface tension). Similarly, interfacial energy and interfacial tension are the same quantity

Why is a suspended droplet spherical?

A sphere has the minimum surface area for any given volume of fluid. Any shape other than a sphere will therefore result in an increased surface area dA and a consequent increase in the free energy dG = γ12dA. Alternatively one could think of this in terms of the surface tension which pulls inwards equally in all directions leading to a spherical shape.

Wetting interactions and contact angles

simplecontactangleIf a droplet is placed on a surface the shape is more complicated. Surface and interfacial energies determine how macroscopic liquid droplets deform when they adhere to a surface

Partially wetting films (S < 0)

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S = γvs – γLs - γvL

Wetting film (S > 0)

contactlineThe contact angle made between a droplet and a surface is determined by a subtle balance of the interfacial energies/tensions.

Cohesive v Adhesive Forces

The angle a liquid makes with a surface is controlled by a balance between the cohesive and adhesive forces.

“Cohesive” – interactions with other molecules of the same type

“Adhesive” – interactions with other molecules of a different material or liquid

If a surface has a small / large contact angle with water then it is known as “hydrophilic” / “hydrophobic”. Small and large are relative terms used to compare different surfaces but usually a hydrophobic surface would have a contact angle ~ 90˚.

Superhydrophobicity

Under certain situations if a surface contains microstructures it is possible to achieve contact angles as high or greater than 160˚. This is due to the fact that only a small portion of the droplet actually touches the surface. Under these circumstances it is possible for the droplet to simply roll off the surface with even a small angle of inclination. These structures occur naturally (eg the Lotus Leaf) but are also especially manufactured for various applications.

superhydrophobiccassieBaxter.jpg

Voids filled with air

solidSummary of key concepts

Surface/Interfacial Energy is the energy per unit area associated with the creation of a surface/interface (Jm-2)

bluesolid Surface tension (Nm-1) = Surface energy (Jm-2)

Surface energies can be calculated using the latent heat of vaporisation of a material or from the inter-atomic/molecular potentials

A subtle balance of interfacial energies determines the adhesive properties of simple materials and the wetting properties of a liquid.

8. Capillary Forces

Pressure difference across a liquid interface

What happens if the surface between two liquids becomes curved? Consider, the water-air interface of some water in a tube.

In the last lecture we showed that there is an energy cost associated with increasing the area of a surface. A curved surface has a larger area than a flat one.

curvedliquidelementTo study this question in more detail, we will use the principal of virtual work. That is we will ask the question, how much work would we need to do to change the curvature of the liquid interface? This work must then be equal in magnitude to the potential energy stored in the curved interface. From this information we will be able to determine the magnitude of the forces or the pressure (force per unit area) acting at the interface.

We start by considering a curved liquid/air interface which has two principal radii of curvature, R1 and R2, (see diagram on right).

flatteningofliquidsurface

There is a pressure difference across a curved liquid interface which acts to try to reduce the area of the interface. This is called the Capillary Pressure

where  is surface energy/tension (Jm-2)

R1 and R2 are principal radii of curvature in two orthogonal (perpendicular) directions

capillaryinliquidbathCapillary Rise

liquidcolumnWhen a fine capillary is placed inside a liquid, a curved liquid meniscus forms. The resulting pressure drop across the interface causes the fluid to be drawn up inside the capillary. This is phenomena is referred to as capillary rise and can be observed routinely in a laboratory.

The height of fluid (h) in a capillary of radius, R, is determined by balancing the capillary pressure drop across the meniscus with the pressure required to draw the fluid up the capillary.

For a fluid of density,, and surface tension, 

curvedliquidelementSummary of key concepts

Capillary pressure due to a curved liquid interface

Capillary pressure is responsible for the phenomenon of capillary rise

9. Nanoscale Force Measurement Techniques – AFM

Forces at the Nanoscale

Forces between nanoscale objects typically occur in the range 1pN-1nN and can be difficult to measure.

To measure these forces we ideally require a measurement system where the change in applied force gives a linear response in the measurement device (although this is not necessary).

In this chapter we will study experimental techniques that can be used to measure nanoscale forces directly. The first of these techniques is Atomic Force Microscopy

Atomic Force Microscopy (AFM)

In the first year ‘Frontiers in Physics’ module, you considered how atomic force microscopy can be used to image the surface of a sample. There are two main imaging modes in AFM:

Contact mode

A sharp tip is mounted on a cantilever and brought into contact with the surface to be studied. As the tip is dragged along the surface, the cantilever deflects. If we track the position of the cantilever we can build up an image of surface as the tip moves along. The contact between tip and sample can be quite destructive, so this mode of imaging is usually reserved for hard samples.

Tapping mode

A tip mounted on a cantilever is oscillated at its resonant frequency and brought close to a surface. The tip-sample interaction causes the resonant frequency of the cantilever to shift by an amount which depends upon the tip-sample separation and the local gradient of the force. If we move the tip across the surface and vary the tip-sample separation in such a way that the resonant frequency remains constant, we can build up images of constant force gradient. For a uniform, chemically homogeneous sample this corresponds to an image of the topography (or height variations). We can thus build up images of the surface structure in a similar way to that used in contact mode. However, the advantage of this technique is that the tip spends very little time in contact with the surface and is less destructive. This technique is therefore more suitable for imaging soft samples.

Force Measurements using the AFM

AFM can also be used to measure forces. If an AFM tip is brought into contact with a surface, the forces on the tip will cause the cantilever on which it is mounted to deflect.

The AFM cantilever bends/deflects in response to an applied force. The applied force is given by

The spring constant of the cantilever can be derived using the physics of elastic beams and is given by

where E is the Youngs Modulus of the cantilever (Pa), l is its length and I is its geometric moment of inertia (m4).

Detecting the deflection of the cantilever

If small (pN - nN) forces are exerted on the cantilever, then the displacements of the cantilever are likely to be small (pm - nm). Our ability to detect small forces is controlled partly by the design of the cantilever and partly by the instrumentation used to detect the deflections of the cantilever.

The most common method of detecting cantilever deflections is to reflect a laser beam off the back of the cantilever.

The laser light is collected using a position sensitive photodetector, called a split photodiode, which produces an output current that varies with the position of the laser beam on the detector. These detectors are simple two photodiodes (PD) that are connected to a differential amplifier in such a way that the output signal is proportional to the difference in intensity detected by the two photodiodes. The diagram below shows a laser spot falling on a split photodiode detector and a bar graph showing the measured intensities at the two photodiodes.

Photodiode
current

The advantage of using this type of detection system are

  1. these detectors are relatively inexpensive

  2. the linear deflection of the laser beam on the split photodiode depends upon geometry (i.e. the length of the cantilever and the cantilever-detector distance). This means that the detection system can be optimized to give the best response for a given force range by changing these lengths/distances.

Interpreting the photodiode signal

![Diagram

Description automatically 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)As mentioned above, the split photodiodes are connected to a differential current amplifier which produces a signal that is proportional to the difference in photocurrents generated by the two diodes

If isignal > 0 force acts upwards

If isignal < 0 force acts downwards

The detection efficiency of the photodiodes is such that cantilever displacements as small as 0.1 nm can be routinely detected. This means that forces in the sub nN range can easily be measured using AFM (see problem 6.1 above).

Calibrating the spring constant of the cantilever

In practice, it is often difficult to calculate the spring constant of a cantilever, so it has to be calibrated prior to a measurement. Reasons for this might include the fact that the Young’s Modulus or dimensions of the cantilever are not known with sufficient precision to calculate the spring constant.

Calibration: Thermal tuning of the cantilever

This method involves measuring the natural response of the cantilever in response to thermal motion. When the cantilever is agitated by thermal motions of the atoms around it, it starts to vibrate. Vibrations at the resonant frequency of the cantilever occur much more easily than vibrations at other frequencies (which are heavily damped).

If we monitor the displacement of the cantilever z obtained from the noise signal when the cantilever is not being driven, we obtain something like the signal shown below

z

We can calculate the mean square displacement of the cantilever <z2> from the data shown in the plot. We then assume that the potential energy stored in the cantilever is comparable to the thermal energy provided by its surroundings to give

Note: the factor of ½ on the right hand side comes from equipartition theory (more on this in Thermal Physics), but the thermal energy is still of order kBT, where kB is Boltzmann’s constant. Rearranging this equation gives

Hence the spring constant of the cantilever can be determined using a knowledge of the temperature, T, and measurements of the mean square displacement of the cantilever under the influence of natural thermal vibrations.

Force detection limits in AFM

Typical cantilever spring constant: 0.01-50 Nm-1

We can routinely measure cantilever displacements of ~ 0.1nm

We can therefore measure forces > 10 pN with relative ease using AFM

Force vs. distance curves

AFM can be used to map out the strength of dispersion (and other) forces as a function of the distance between sample and tip.

![Diagram

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)

nmat1001-f7Protein (un)folding

proteinunfoldingvg5AFM is routinely used to map out the forces associated with the folding and unfolding of individual protein molecules

Moving the AFM tip with nanoscale precision – Piezo electric motors

In order to build up images with an AFM one must scan the tip backwards and forwards across a sample building up a 2D map of the force measured at different points (see figure).

Diagram illustrating how an AFM builds up an image of a sample

In order to do this successfully one must be able to move the position of the tip with sub-nanoscale precision. AFMs and other similar technology accomplish this using motors based on the piezo-electric effect.

Certain kinds of crystal are called piezo-electric crystals (e.g quartz). These crystals become polarized when subjected to a stress / strain.

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Force

The diagram above shows how when a crystal containing equal numbers of positive and negative elements is deformed by an external force it results in the formation of a dipole. As a result of the dipole an electric field is developed across the sample.

The same effect however can work in reverse. If an electric field is applied across the sample this will deform the sample due to the forces acting on +ve and -ve elements resulting in expansion or contraction along one dimension.

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![Diagram

Description automatically generated with medium 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)This controlled expansion is usually small. By stacking these crystals and electrodes it is possible to make very precise motors capable of controlled motions well below a nanometre by changing the applied voltage.

The changes in a piezo-electric crystal can be related by the following equations.

P is the polarization, d is the piezo-electric constant, α is the polarizability of the material, E is the electric field. ɛ is the linear strain ie change in length / original length. Y is the young’s modulus.

10. Nanoscale Force Measurement Techniques – Optical Tweezers

![Diagram, shape

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/nlSEH8khv7K6/MaMUmb9Mq0Y33PflxOK8CHPeWtMIV4cuRpPDlthBnjcTLRc1T8f5/W1hjV4vPKYa17sbKmdjLnnzrtw4UD6UuY7zwIzcOSRoSvwv+GsFnzZ10atxlujlVEaZrPaZNjb1DfHrGQGribKVuGJYatw/9AC3P5XPm4YQKT0y8O5fXJxfI/lOKT7cqQ//k1Zk60PVkOiVxozZgwef/xxtGhhfVNx3HHH4dlnn8Vdd90Fv99v9mnUjMOxyYVo3rw5TjnllNrNmFeeew4n9FlhxhJd1CcfV/3JlxuYbz6AvXvQCr7wCjzy9woz/OcJIuJx6mPcfoj77xticcktrDbXDMg3Vef8Pnk4+Y/lOLJnDtp0zUGwyzLE3PaS/bTNM0bSpEkT87fi6y1YsMAMGcrOzjZ90OUz5t133zWTzfCaqFrLGEnqebegbbccHNMjByf1skb6XNA3F5f2yyWS8nA19TpWjev7F/BvAa7l9tXUK/pbo4FUZc7kNSf0tL6d3b/rMqT+vhQtOi7F7h2WwBvT3H5SzYrJFIn9u8bl2y++REzHhUj8fQmyui41HwhrANhRfNHjmFEn9bI+mz71j1zzNbO2lQnH9crBEawuban7Ex0ZRIe/MzODGdKowzLs9usSOI44pWFbvuPHjEXLZ37EbvbHylF8QX9nDc/KMUOxMn9fhlZ88Sxqxu/LkcLfQR53a5RUp8XmOo2cavSrPmq2Bi35/QHZArUmdrbUbsaEJOj3oPFPC/mCfFl9ub2Z8oWNWr81jMzKBGvUlkZsNfpxEWIuegidO/5Wq5kisbOlLjJmI6645EJMyQhieEYCfI4oNH/vH+z240LqIlu5/YO+MNffBdbfHxcj6rJHkOx2YB5totn0mVz0qSr72LKmxM6WWs4YvkMKncJpdADLe8khp3AaX1gTLY3LTMQ/aUGTeXN1vJK5tNTH9UJiHLJnTrcfUPNiZ0vtZcxZp5+CqbU2ciEO3tioWiFgO1tqPmOU2DSvy4QL9OFq+BfbcZ2e5sdA/n3nrTdrtHLZ2VJzGaMMOeHIYzDLjp/UlapKBj3OcgORdkzsbKmJjLGStK87mhxQ9x9/limJ/ajDDt7h6mVny45ljJJw+EEHmG9hamMMYXXUCo4n4Aifc4cyx86W7c8YPfwAj2er3wvuLJ2VTrMgOpZptBNbDbGzZfsy5pDWrYmSnYuQbakQ9GjQi4Xz59uprprY2VK9jFHM9TBvzY6ZqU0NBdNdsVvOMVGZ2NlS9YzZt1U6ZtVzlGxN+6QF8O1XNTg+RrOSHaGJVGW9hrFgG5SygYhzxZqJryoTO1u2njHpyYk00TVQvOEipaJO1XwAbNrPPP3UsNXLzpbwGVNaUorjfG5kp9TO6Pn6oNPTAziUrWrYGRYk9m8j6zduQHI8m1/m6K6EkspUXb7ZfNdEn7fM9rGzZVPGqGMs1e/GzQle3BL/39Jb43zYz+8NzfK4225tD2rT7SDNNNNqy5ln/kuqPDggw55pR9Bx0nWflxmgxm02vr7iWPuK4/DDHa+4He78in/D7dPfcPv0d0f2VXZsUmYKXnruaQspVuXZiFSvg97prkuwW9M5bG3jvR6TE+UyBchZthQPxLPlaei2SXU1NQEelyMUFNg8UyQPPXAfRhBGYS/eBVU14xIipLio2M6BMJkicbtizNjacDfZ1XRIehBvvf6K/eaWhM0UEa+PjlV2Ha+5UZcq73omyTUY8G8RnwmbKRKdeBiNGnOTGiTfc1o2K9vWpzThPqfRvvk0qu6K3TQl7dXRzTGXL1H+vB3TOItHwkilmSIZ/vff+DTFsvzC37j6+nuC2yyWYn0l0ghX8mW1XwunfBVwmG3tW5IZxOFNG+MGexh8yl57YiEzSp/hPOfewVUbqKcFnFt08odkq5kiOfnY42j2B2s0Y/TIkcl+jKBqWxmkDyTUTzTV/ohCmZLKjBC3NWHmKVP0DZI5xswRciretyqqFQP68PovPvvUfsMthc/gU7YiZviDmVm55nyhPfjIJL6ktvV4/ZXxdETTJuhIk8C8ODNFX5fo2O78rUwJfVChqfRMR1s1VQU7KyNghu1vTZQnW80UI+SXoDfaeJfhHlZd1fyBe9mZocfrb/yee5jMCs0pqEzRh1raVneHvjJR9TmZfKN9AxKrts7RZkoUel3RWxBrReH9+YQqiCa8vJjO4rQaypi61ump8TjGH1ulSUeqnCnK288++hD91Ew3wC9le9Ie6fTLz1WK31Y5U0LSKlH12WcYPNzDq6NTCOe3vLGmOlQ89nWcy3wVG/r9mW/7vi9QOuey+qUkVb6EU0WpdqYIMx5HS1P3wyWiOqqW5gOfoyxTNN/khS2bmt/fk3D7JHqxN7fnkUu0z1XNj7QU3Z+S4YfLGbNNHikvypNqZopVldI8LjOLUbjEVFXLZ4rsj6uirGZWv5UpI1L86B70YGyq1UxXvH5bqkxp5/GYwFF1RHlS7UyRLF6yCP9LCJjpB8MlqCpaPlNkj5zBlkVNrX4rUyYwM7ptZ6boY4zOrDZ9eve2U1x1UZ5sV6bo+4Sbb7gW40hgM1KTwyZsW6pM+YaWZWgFtZ/iWGWCXtM0d0zwYCIzQ1VoHP/+wf2f+KvIK6lJ9GsS0Dor1YJ1NWW7M0WyceMGeB2xmJmeUCPEG0vOUHKGJ+9YtcxmJnqiY7B+w/Z9PLFDmRKSWE8M7Zcde5Ea09Qg2nocVbJHKpMayRQx+7E+T42gZUf1hzQ/hv09xE7Z9kmNZIqkb+9e+I5G3c7MmJkZiTj0gP3tFG2/1FimiM+OOfRAzMpM3DkxXvJIbEzNfC1SY5kiUYvkatECM5UphHHYxNe08lkaerafx71DPFJeajRTJBrXotVz5dnW+ogFkyFx+DIlAWP/HWWnYMelxjNF9Wj1qkLcEEfiraHFgipTs85lVhDHHH6Q/fCakZrPFFtef+UlDMuq5SqUFkBsbPRWx55sj9RapqiZ1pLgs2XxhnuhHVVmiGZorI6jV1WptUwJicsh07xmA1MKdH2YFIfpU6fZT6lZqfVMEfEe6Haz/ofvJpEnGxpGJnLWajJmnzm2pfugDyNmpyfhlOOO3x63pkpS65kimTJ5Et5I9JdlgF5U2woX/Eb74iBWg9iYliZA7oiJgtcZhbNI1CNN1bMyKZRRs1Pi4I7Z9sS4OyJ1kilqks4771xMzkwwCzvOTU9GljsGBxx0EEblrMGY3A0Yt7QEoxeXYPCCUgyYuxZ/zCvBR4Onm2Xq7kqwO+WoGhlRGzxSXuooUyzxkF/ui/fjkLbtMGjxBgxnJkzMXW/mU5izYj2yC0oxdlkphiwsQZ+569BpejG+m1SEzyeVmgXnnqP3PG/Olgvd1rTUaaYkxnvQflwues5eg78WrMU4TRtQsMGsHJ1fvAFLCjeYFSFGLilB//lr8fvMYvwwRSsEr8Ybo1bimPOvRZfOv9t3qz2pk0wR3APuWHw/vcRMHNF79lqDhklEycJVG1C4diMU+lDGzGYmjSZaNJWAphX4acoafDK+EG+O1orFq3D+kx+hV6/qR9OqI3WSKXfedgs+mVhsFqfuMK3IIGUwX1oraM9ZWYq8ovVYtZaIKS5FNpHy71JNS7IW3WatYaYU4WNmipbs+N+IVXhg8Ersc+zZZunm2pJazxQ5ae3OudJMAfDZhEIz94pedsD8dRixZB2m5jJjVpRiwSqLW7QA+99EUV+SbafsNfh2cjE+GLcar49aZeZhuE9zKQwsgMes9lI7hFvrmRJPgnxqZKGZL+GDcYVmvRQR6B+GV7QifamZkmTS8hKMW1aCYYtK8Kc9Fcmv09aYSSbeMXO0aKWZlWaKAS0GflmP+Ri8jSnit1dqPVOOv/Z+sxyKXkrzrHzG1uQnoqULUaDVbPozAwYttKYh0Sw/Wpxe68F3nFGEb0Wy44oMnzw/wloB/Y6/VpipBLRSurP53g3NzN+IJx97GHcNLcTDf6/A//5ZySqw0qDly4mqRkQMM0ZVSajpM2sdejEzurLF0RpEmvnnU1a3d5iRL49ciaeZsZpoQquza84FLYx+4G3P0hmsmRhKeam1TFEJOpvtjVsGFOCewdYMGi+MXIW3RmvKImtB/u+naLmhNWZOFksLDYo0Z8snypDRq/Dav6vwP3LJwzZKtET9pf00yUQeju23Gr/98ov9xJqTWssUcWDA7cQ1f+bj1r8KDEE+OawALzJjXiNpvjN6pZm05jNyhlolSwvNkkjKNM3P8grPe5YIeZRIE5fcxAy5op9WJMrFiT2X49DuuTj+qKPsB5qXMUslXXbZZZVWqz322MP8HTlypPkbkvLZUHuZQknJ2h+XEerXDtA8LCvMek9PDuOLsiq9TAS8yRfX2lCapEZkqr9vsrq8/q/FQf9jhjwybAXuGVTAFmcFrupfgAv65uO0P5bjqB7LzbwsSb5NKzuGXkUZsnLlSrhcLlxzzTWh8fZ44IEHys55+umnkZqaivvusxY00v6pU6fiySef1Pb3tZYpqQcfaWbb0fJP1zFjbuHL3Ute0Cw+Il/xjJBj1qeyVYT6DI9p5h4tJXYXUXYjq6DmaNH8LJr05pieOWb6kuQuOYhzWeuzSvRimpFn1CgrNPnvv//i+uuvN79DmRH6+8wzz5hMCon2b6b2/hqX+LRMM9uOFuBSxqjV0PRGd5As7xtcgIdYLR7VzD3KBPLG46xeQsYDzIx7iCpNZaQM0aw/F/fLxVm8z/G9cnFojxzsQ5Q4O+cgJSG+zFoJvXBIlBlLly41VSV0rFGjRuavMkVTG8mOWrt2rTmelZVljnE7r1YyRVXa3aIZ2rHen8gXOYuI0YtpAivN1KOFwjS1kaYtuot8YRYQoyojblFm8Pg1/a3MPL9vLs7k9cf2siasadXVmqxmt865ePjeqq/nVVVhplTI3hqUVulpOKAbS7Z7Do7rsYxckGtI8iJmjrjmKvENX/x6ZlJoOqOr+fvKP1Xl8nEhM+NctjKnkFSPJTra8j7KkEDnJWaSm6afjUVBbr79tJqTWs2UhQsXIvWrMYT6MhzMFzqKLybUnM7M0VJyFyiDhCBWC/HFJdQLNa8Tf59NVSYexwzRYmsHkkMyeB9f52VoxAzR7D3+xBQ+pQHZKSEJkAi9vy9FOnV/vtghfMF2VJGl5oALze106h9EBPVEVhHN7XQ0j2seqIO7WdUlucsyM/1R2cJvzJQDbA6oaan1TPnwow+wZ4dsNCHk435fhjS+nJDThhl0cHfaGuSIw/nymulLeij3HcSMUAZmKTNIpm5mhtBh5ngy8zsthufQE+0n1LzUeqZIvFEt0ajDYsMDezNzNJFVAlUTW2V0WWomugppGptZTYQVx8yINpnB6qKJsuxlAXdrvxh7/7gYt950g333mpc6yRQ1e/74JL7UMpY2+SA0qxerwl6dSJidlqEpM6lJp6XYk9vKPFUTKzP4V5kRWqrwFyKnZVQtBQ0sqZNMkRQVFsKX3poZs4gvNr9spi9L+dLhZgCzM8Nas3Ehduc+T1TTWvGMy0udZYpk6eIlCDpiyQt5fNEFZaW/mbZfZP6ajOB2IzML2AI0++AfpLo9eOvlV+271Z7UYaZsRLLHAY3vP9LvguvwU4iEXHvaM63cyZfXXzMdmq3fL8Be382Fz+PEF8lxpmfw+jg38vPy7HvWjtRJppgwQpSmMLI6wTSoR5+9XhbngdfRHK6jz0azZ7uj6Yej0Pidf9DyjnfhzdyfDl1LZgav4fnZaaFeQz8SPK5aiaOEpE4y5bILzseMTKtnMNSpFVKtN6QxtFMzghiZkYDx1NnMsJl2j2A4nZ0aD4dm2bHvX9NS65myYO5cPL89n6FsQ+emBXFgm9bGx6ppqdVMUbXJcNnzsIR5sR3VH4mYPn/0sp9Wc1I7mcLSU42Pjm7BalB73wdlpwVwrN9tjb2vQcTUSqYofZq8ZXZGohmkF+6FakKnpSeYoRlep7NG+aVWMiV72jS8nuw3n5WEe5kaVVbN2SRrd1SLGjPqaj5TxCM+tzU6MtxL1JJOzEjCzddfZydix6RGM0UlFR3TtGyATV3r/xLdmD1rlp2a7ZcazZQTjjgKM7OSa6212bbGYR+6AjtajWosU8aOG4f3UwJmfoSdOWGenu/UQm6yeLczb2okU1Qyrb2OHfpKrKZUVVfTsWUkJ253i7TDmaIHx8ZoWGgdjcWvgqpw+tDi/eyDj6xEVlN2KFNkoB168IGYl76TFqjeisqwu1yG3XZ8HbZDmTJ0yBCzSHa4RNUHlQMadG/qQayqbHemiEcO1AfU9XzmQC1264puWa1Qw3Zliu6vRRg1oUJDmO1rWmYQJx1/rJ36bct2ZcoBrVuxBILMkJ3X9FZHVY2+oNsxcsSIKtkw1c6UPn1642faAjU1bUhd6cxUHw6l2bC+Cl+PVStTlMvtvPXkU9vtUHnVDve2h7FXK1McnlhMy9g0Tr4hqj6S8LvdWzXsqpQp+vIqIyMFszM3fU3RUFX88k9mAu6/965KEbPNTFEN7NK5E7qx6Z1SD6eKr7bSrlKvwkMJASxdusx6yQqyzUwRzo5XfIT1MexDGqIqY6hZnk3j5crLVjNF8HKSmKbW1TfGdaiqRjNTgnDTb6tYjSrNFJ2XEuSFmYEGY49sj85mDdg3I3OzjKk0U9p/+z16pSVjRrl5kXZV7UaL96cffyxrkcJnCo+eSg8zXI/erqjZLPhzAx6sW7fWvP4WmaLmV5+m7byQ4s5QK1ro9TgNb2yRKUG/D7cn+MLOGL4r603xfOcELxK9HitTJNNnTCcTRzFT3DjM60ZbrxOH+lyWem2tbDvcsdDv8tvbe17F3xW3Q7/Lb2/tWPntyn5Xtl2VY+G2Q79D+6qyXdnvyrYr+13Zduh3aHuz37HI9Hrh8ziwprh4E1Akqj1qmd554zUz1n9getD0Smrep/8K50Y0HlNkp2fEY3+3E0e1a2tYVWLDxBJ7H2Wj6cvPSA7iZBr5MnEEFul/bgL5/4iqo1vOz0wSw8fJfjhjYjFu3DgbD5bYMLHE3lcmYplePXvBQePl11TdyI+plUxxEdEGqgKJOu7SAvTrgtjX7cYxRx1JuthoDNfyYsPEEnvfFqKR020PboN96XIrcB32oRFtkCqLXiNP30lOMNO2TJ08aTMnubzYMLHE3hdW1KE/f958OKKj8XySBhrsupGF/4oasyIjiAw6MicffXSlIAmJDRNL7H2VirkZ/7/6qivMAPOJWQk0hvhgUli4xES0/qocl7eDfsTSxJg+beoWTU44sWFiib2vSlJQUABndEtcG+clOi2U7swhTVvT/Rrvhejdd8McpjO0L7S0QzbTnLX3Xji7RdPNrqmommNa5/2W4DYrH+haLR4S7lwtD6HjWg0h3PGdpeqvUhnNzkxBKt3js045RXW/yiKMlIm9r8qiB73y4nPwOGMx1I5omSXK65vHlGZNJv6531opRkM2tBTGQ84oLLTX/GjTxJp7W3Nr63fa3nvCv+ceZntIohejUwNm+7s4VxlYmjTazSyhkWiD402fdf/yYJmYYi3MkrjXHgjy3D25XX6NgLpQrTgxOVOmQzxeTnLD0bIFFsxfYMpPhmxVhe+xSex91RM+Sx38Sf4ATmVGzypXe+uTdrGZZDYB/bgrGp49djdrKy2oAJZhdBu1roH2pbKA/7Q/TAkHlnblmEXLE2mfABICy7KsoAGHtstr9O6NTFd36NraUKvXO2AY33g8GYlIc3txxuknY4MKreoYKROmfZPY+7ZLZM90+f13uJwt6GZryGD9a5KOb9bYqF51XIpVu8uDRZ9pCQBn2U2SGEjHXnTHhAWLZv7vQzCNJnu0bNQIUQSBFuoozywf2cso9Ax6MJn3eMMbgxH2s2tbp2YEMCclHs8mxsHpiMKcObNtkGjsQPXRwvfYJPa+7RfbAD50v/2xj99FG4Ftdj0aMKdatpTg0HJTpsaV21fevlCt175F3Fd+lZZl3CdA6RptLyQz6bfOFbBC5y3mfh0PPUO6gKrzdH5oX62q+sGZ/qAvFpdccL6pzNvydrYlNkwssfftsCguM23yFETT0n43yMzN8O/Snfj1SafTM9Wcv0/Tzopp2RSLFy/ZYZCExIaJJfa+GhMl8pLzz0Kix0kXOxFT09g8yc2uJ8BRzV/A2hdiC23PLccwlalYROeWZ46KWhPrRlVL9YEN83YS2SvFE42rLr6wxkASEhsmltj7alg2YPnyHLhjW+K2eB9mEij1ZchhaLlILc+kgpdrXb6ZUIGHmqL59rbO07JNuk5LN83hb620qPN1rJBGrY7dSINXTU/oXrWhBqypYm2lMYBHEvxwRkdjyeLFNQ4UiTBSJva+WhEl/uknn4bbG4t/zTczOz+QVx4sAoK292m8lwFHOl1nuddatPXzgNMsr6njsndCYFH8ph/p/uKWzcx6pSo8LYimY+dz38Ck2h2xbcCiypcWRNDjwI3XXG3ndu0I32uT2PtqTwiYkpISuD0xOIsFMHsnG7+VgSW0HOBN9mq9Uq3Jqn3lwSJm0TEtDKffCtzJiNX2teWurS0VqB+J98LhjDJB0tpgk/LC99ok9r5aF/Uz/fLzT3A7YtGZba26xcNlRm1rZWDRsTtjo8zvE5o1wcEEimN3a024bYFFTU9TbitY9zbvW/55NaUKfo7PDJBNXLjlhuuME1y7MLGE77hJ7H11IqFa0GaffdHG68KsLGZEmodaP1zti6OamUVIl9EeWcTfSSz8ffa2YjHhzq8L1Zp/WqjjLtom7igH8lfU/KSSWxMbJpbY++pUBJrRo/6FKzoGHyVaC3xoEE5tzktSVRXNCxzS8nGUulWyFxlwanoQEzISkeh24847b7Fzr27Fhokl9r6dJmedehKSSa2a7Gr6LvjFyfaoMWIJmDviPHDSo9T01tXpz6lJsWFiib1vp8mGDRuxdMlSuGNicW+ClzU6QIbZMgP/C2qBJB5jWHE0If1D991nWLi2jditiQ0TS+x9O12UIY89/BB8bhfGpqUw0+pHXKYudXZqADfQbXe5YrF69eq6sWC3ITZMLLH31QtR3hQXF8HvisGZATfmpCax3d75sZla17QgRtHjivfEmsVQdiKRbCE2TCyx99UrEct8//238Dqj0S1dE/L5zNxNYTO6gaoZlJSWSDZJwA1+H5vhZihiRdmZTU44sWFiib2vXomyS6rOyf2y0nGYx2ONmWENnGoWydwy8xuMGq+Pf1PjMCIzCJ/XieeeesJ+4/onNkwssffVW5EXMGLYcLOw8KdJVo1syPaM0i8j/hq/B356gUVFReYt66vYMLHE3levRcwsej75xOOR7HMiOyPRDH9oSAyjtGqI4xim3e1x4NWXnq93TU44sWFiib2vwciSJUvgdETj4UQ3ZjLzwxVMfVMBW8G+S+J98EZHo3hNcZVG1tcHsWFiib2vQYkWA7/77jsQ73RgtFimQuHUG02zYkZ/06vz0MN76+U3TbPakMSGiSX2vgYnMn6LVhfCS0q/1OdmzVW3vUX3YQuunJp5Emksz+LfOfw7MyMBk2hAj8hMxMCsRPRPD+Jvbo+hJ6avMWVcz+V1Zg0KjUrbhs2keVQ1KGkuGeXsBDebTi/WrrEmOmloYsPEEntfgxWxzFeffw4fa+7AVLnZCZiWanlNU1moKrQp3J7Pgu+cEsDpATfcZKSWLZoiMz0VV91yN177sj06DZuEPybOx4CZORgwpwA9Jy9Bp3+z8U77nrjlkWfR9oijERvdzKzOfyDB+WpSENMIrNn0avTxlkatlQEmNYBhBKCCax9/8L4BdkMVGyaW2PsatKgoVCBZ6ck4yusiWyRgJrV/hh8He7xwRLXEOZdfj55Tl2LE8o34Z3EJRi9dhwnLSzBl+XpMyyulrsPkvBJM5L6xOaUYsaQUQxaVYOD8EvSbsw69Zq9Dl+xidJxWjJ9mlODHGWtx0/PvIuD2Is4Ti7eSAphNUCqQeI7fCa/bacbxNAQjdmtiw8QSe98uIQLM0CF/kWU8cDqj8NLXndBn0Qb0nbsGAxcU4+9F6wiSEkwmILLz1mPeihIsWrUeS1dvwNLC9WZ7/qpSzMwvJYisRcWHE1h/2eto95q9Br/PLMYvBIyWjv5i4mq8P64I744uxKuDFyEtIwvxbjdefO4ZY5s0FCN2a2LDxBJ7X4OXFSsK4Cfttz7wUPw8qwS/TV+N7tlF6ElG6M+CHrKwBCOXkDlySjAjn6BYsQHLizZg5RraPus2oqhkI1au3YDc4g0GNLML1mNybqkB19CF6wi2degze61Zd7zj9DX4ceoafD2xCB+PL8S7Y7WA8mq8OqIAz48pwlkPvQJPy6b44vNPIsxSX0RMogmIstLSkJKWgi8mr8NXrO2q9SrQrjPXmALWavtDWOD/CiwEQLbAsrIUuQILAbKWQFm7fiNWrQPyijdiyWqCheeIXUYvLcVQMtJA3qMPm6MQWNoTLF9N0tLjBItW3x69Gq+MtJYef2LYSjw4bBWOv+lJ+FrujezsbDvFDU9smFhi72twoho7eNBAeFs2w4M/9DdLpb/HJuFzLbI/ucg0Fb9nryGzrEE/MouakuG0QcYuK6VtwqamoBQL1QSx+VleLN2AZWqKVpeSVUoxlfbLOIJF9s3ghWsxYP5a/MF7dSEAO0wvxg8E5Jdklg/HFZrl2d9gU/TSSGuF8scJlvuGrMQ9fxXg1iGrERcfh8suurCBOc2W2DCxxN7XoET2wJuvv07bxIlX/snFS/+uxJujCJaxq1jTV5NdCvHD1GI2RWQXGqU956xFv7lrDWCGiWHYtIxjczQ5dx2mCzhkkZn5ap4EklIavuswigbwMIJr0IISY6/05j26ESgdZ9DA5b2/mVSETyYU0mbRmv6r8Oq/q/DCiJV4+p8VeGToStw7SKu0F+CmgQW4/q+VaH38uWiVlmq/QcMRGyaW2PsalHz87vvwOZ1mKX0Vzosj2ASwsN4avYqFZzUNX08qxo9TitHBMEwxerCg/yBg1CQNkhI0w8gaI6j/sqkZSf2HHtBwNjlqdv6ijSI26UuQ9GRT1pWGbUcySggon00owgd8loDy2qhVZJXVeEbL+jNNDwyxVrO/hWC5YUA+ruyfi0v/XIV9TjoPmanJDcqOsWFiib2vAYiVwfPmzoErujlu65qNBwavwmOk/P+xgJ7/x6rdao7ep8rwVDPxHQu2/dQiskwxOrNZ6k6boxcLvzftD7FN/3lSywgWg0j70HuS59OD56rZ+W0Gm7XpRcYW+kqMMr5oM0Z5ibaKmp8nhq3AQ2x+7iar3Eqg3DhAq/znEyh5uKBPHs7l34SkTNx1x20EjHmdei82TCyx9zUAYePDHE5LDuKIK+7FbX+R5gcX4P6hK/AoC+kp1ur/sRmQ3fAGa/o7NDhVoB+PX4XPyTJfT2bTxML+mczQgc2TWKIzmxS5wgKEpdxH7URg6PgvBNmPvEZM8iWN2U/Z7HzAe74t74fPEJs9z2caRvl7hcUogwWUfNzQvwDX/LkCl/ezgHJ271ycokX/f54CX3RTLFu+3H6v+i02TCyx99V7UU1csmgBPM2b4cqei3AdbYGbWHvvYC2+j4B5iPqEAMMa/gKbhJdZ22V0imneZQF/SKb5jIwgtvmaBS8AiCm+Z1P1PT2b7wkio/z97RQ2YzSSv+A5n9L++YiG8we89m3eSy7yy/+uxou0k/SsJ8lqjxIoSsOdg/LZ9KwwjHINwXK5GKVvLs4mWE79IxfHEiyH91qBuH33x/1332W/2SZZu3atmYs4pB6PB08++SQKCwvtM6oupaWl5n6SNHqLzz//vNmuTPS8cGLDxBJ7X4OQF59/Bonpmbhs4Epc+Wc+riXF30jQ3Ea9k8C5d0gBHmHBqTkINU0vsvarqXidTKBm4x0awbJrZG/Ik/mYQPrI1o9pHOvvB2MLaSwTZDxfdtCbZCld/4pAMsJqcp7kvQWS+/nMu2mf3E6Q3Ez75DqC5Cqm7RIyyvkGKGKUPBzbczkO674cbbotR+YdryIlId5+q02ybt06FY79yxKxqfbNnz/f/FaoYNGiRcjJydnM9pk3b575rb9SXTN8+HBzbMGCBVixYoXZlmh7cYVvo8s/V0DTPdasWdNwwXLtVVcg7eAjcV7/1biIBSGKv5qFcz1r8o0Ei0Ajw/I+FuDDLMjH1TzZwHmOzcULbKJeJiO8Qn2N+jpBIC9KYHhDSkBIX+c+naNzX+Q1amqeJUCe5n0ExIf/1jNW4G42g7fxubfwuTfIPiFILu+Xj4vJJOcQJGey6Tm5Zy6O7kFG6Z6DA7rloFXXpch48VcEnDEslBL7zSwJgWW//fYrU4fDgTPOOMMcP/roozeL2ey9994YO3as2dZ1AlBI9FsFLgkEAnjmmWfQrVs3nH322Waf5LTTTsMvv/xitkNQaNy4sQFJSLh/JjWF2rDA8sBddyEpqw1O7reSBbEc5xIwF/XJxxV95XHkk/rJNANYw1mAclvvYhN1Dwv0ARqdj7CZeOxvFjabqqeGFxgv6hkWvoJoUrGFVPaHVOc8SeNZBvQjvO5BusP30R65myoWMQYs/4rdrrKbnEuYlvOYlrMEkj/ycByB0o5AOYRssl/XZUinxv++DN7HvkGi321qdnk7NxyzlJebb74Zl19+OaZPn25+CyyjRo0y2xWv0++KYLnxxhtx++23m32SRx55BO3btzfbOl9Bzt13370i4zSn7kFtWGD5448e8LujcSQp/fgeuTjpjxyczoJRLb6wz3JcSqa50rBNHpsDAacAN7PW3zLQinncReDcQ+a5l3/vJTM8QAA8yL8PkYkeNLrC6P0EhM4R0MRUt9NgFYPczPuYuImM1wF8Fp+jZ4rlzmMazpARS9vkuF45OKJnDg4Vm1BbdVmGlN9z4O68FHt1XgbHKVfghGOtZRqrA5bJkydj//33R5MmTfDmm2/i6quvxksvvWSOVbzutddeK9sndnrsscfMdr9+/ZCcnIyYmBgMHTrU7JOEzlUz9/DDD5vfJ554ov5mUS0xZzQAEdplsDmbNsaBb/XCgT2WoR1tAFH8ibQJTu2lwqJ7ykI7n3oJC/Ay1vYrqGoerhGAaFOouRCIZOvcLDuDIFA8RCpgSQUIHdd5Ov9aXqvrryIwDIP0EzhzyWx5ZJE8nEaAnMjnH9uDIGF6DmVz06ZLDvbpshwpBIr/96Vo1mkZduu4FHt0zYff5UTHTh3sN6vfYsPEEntfg5Fnn34K3mA8Mnvmo3XXHBxIwBzKAmrHGnwMvY0TWGinUM9kMyAvRE3V+SzUC6kXs7DFBLIrZCBfaRujV5mmhKpt6hV/FuAKnnMZVYaqmEPXn88m5hwDkHzj3RiAkOWOIovIJjmYadmfQMlic5NEsPjZ5DQnm+zWcQka/baYf5ch5tpHkRYXvxnV12exYWKJva9ByX7pyfCffzPifs8jvS9lDV5qbIIDWVBtWWiHd1+Go1jLVZDHU0+i7SAAnc4CltF5NtlAQLLAJDaylWDQ33OosjvEGrrmVILwZF5/Au91HIFxFP8KnALpQXymALJPN9okBEeQ6mJT04QAEZPs9hu1A8HyyyI0+Wgk3M2bmFmxNmt/6rHYMLHE3tegRLUyyRWL6Buewd6dliOGtTfAQkrusgSZ9Db2IXDakHUO6pZL45KFSgPzMBbsEQSQWOAYG0iKewhMFfVYnnuMQEG7SM3K4Tz/MGpbMsdBBIkBB5+RxWcJrPFUJ7UpwdFI4BBIOlB/JWCkP9NW+XoqAlEx+NesnGy/SAMQGyaW2PsalCivZbm3Sk+F85izsVuXfBbQYuzeaYEpsFiCR01AkPZCMjWDBZlF9lEB70sGEAtJD2DhG2Xhi5XUpB1IYAkM+/G8fbstxb68XqDI5PWpvGcSWUPAdPEZLai7d7IZREARQMgiu/1qA6X9YjT6eTFaPNcTvuhmmD2r4Q1VsGFiib2vwcrTTzwKf6wDTX6ewwKiXWBsA9J+qAC5vSe1KQ3MaBasi8BxU33UOBZ8XOeczTSe+/xUDwHh7mQBrzl/783t3coDQwxiNzFlLEJgSBu1X4Tdf+J2hzx4Dm6HjGCcAXdDFBsmltj7GqyoSVpXsg6JPj+8WQdg718XGto3hfcLVX9NgRJA1N31l4UsFjBMECr0MKrzG/226Xqjuh+Zo5HubYBBUIT0x0XY7aeFhk2irn0arpZNMXzI39ba9A2o6SkvNkwssfc1eBFoNEA6NSUJvngfmnwywQKNXdvLVIVcHdU15QFBNQD5ScBYhEYCyA8EKHWvn5Yg9pizEHDGYtCggebLg4bi9VQmNkwssfftMpKRlIQT/B48kxhAgEawJ+MgNPn4HzIB7ZqflmKPHxZYhW4XtilwNhvSsn3aLn+ODYby2uh7Ke/34wI4z7zOfIpyss8DLSD/SUoAsY4YjKIx21AZJSQ2TCyx9zVw2YjOHX6FxxmNHhnxZrGD0Idg+visc0oQB3k9BE8UfKn7IOqud9D4i+lsLticEEC7/UDjmIW/m4DEwt/te0v3+Ha+2dfoOwLn5+X8PQ8tn+sCx2FnIC7WiQTNgJDox6wKc/xOy/Cbj9cO9rrRqlWqsVc2D+w3HLFhYom9r0FK6UZrwHZyXBxO9LgxKzMO2eaDef21vk40XyimWesimRkM9N0xAdWPBXxfQgDHeVxI9cQi3h0FvysaXpcDXreDTUk04qiJ7li0dTtxRYIHPyUnYGJW0CwKoXtNI0Cs+2u6efsDM/u31mDSF5LdqE5nDL7/5musF14aWLNkw8QSe1+DlO++/hpu2gd9BQYWijXhT1Wm47BmYNCikqE1BcyytfwrzdYnqrqnXeACm0Corx23vNfWNA5TeI/ZBNV58Q7Ee7wopV3VkEjGhokl9r6GJczsxDgfzvI7zXfKpkDDFlY9UbEdAThck/eQuR68/94GY/jaMLHE3lfvJZS1X37xGVzMcDUjM9Jrd5782lDNrXt/fBDOmJZmcYb6LjZMLLH31V8hSkJuccDjwRk+rWavZiJoNSMVCqO+qz7Un5bmx/SMRCTRQD73tFPtF62fYsPEEntfvZUN6zfggw/epyfjwKD0JILEMlSrMrVGvVaCRh/vv58UB3dMDMaOH89KUf+ivDZMLLH31StRcy5dv74UAa8L5/h9dE9liFJpn4Tc4oatm95FC3628TiRlZpmfZJbj0Bjw8QSe1+9k/dffwNudwyGZATNPCv13ojdAZ1GI11GcPfUeDOq7defraGO9UFsmFhi76sXIjbRYGEv3eHzzKTJuwqLVFHZNM1i5TjL50LQ7zExpJBhv7PEhokl9r6dL0TK66+8aL5fHpYVhFYImZqhOEiYTN3Vle88OCsAr9uNJx97RJlj5dFOEBsmltj7dprI0ykuXoM4lwuXx3kwh7VrSqZc4v8Qo1RQsWl2ahAzM724NeiBu1lLLM9dbvKqrsWGiSX2vroXvrhmRnrmqcfh8Tgw3Mw6+d8FSGWqPJmakYwU5tFFF57LbKtb49eGiSX2vjoV1ZBVq1bBFRONa+Lcpr+mwbvCtaW2xzQzPQFvJvlpAEdh0sTxlsdUB0Rjw8QSe1+diXpfH3/iMcS5YzGWXoBsk/q0wny9Vi3Rm5mI/b0O7NNqH2ysg9F3NkwssffVuqgSaHkYnysWN8X5ypaUM3PLhjIjolVQxWeC6JSaCCdZpsvvnWrVlrFhYom9r1ZFL/PAPXfSuvdhTAZfONUaMhA+MyJaVdVQiVO8HiTExWF9aamd2zUrNkwssffVigjvK1fkIzYmCrfE+zA31ZrAONyLR7T6ao3Z8eNvMo3bE4sXn33ayvgaFBsmltj7al6IlHvuvAtxHieteStCGe6FI7rjOj09gFl0tW8KehHbtCmKClfXWNNkw8QSe1+NiRJZsKLADEq6h2yiJW+t+e7Dv2hEa0AVmzJ/9TsJCaygV196Cctiww6DxoaJJfa+GhEl7Obrr0WC24mJWRra+B9Y37AeqSpkdirdbDZLLwf9cMZEY+rUyTsEGBsmltj7dlg0kYwzugUeivdgOu0SLcSkMarhXiqidaBs9rMzgmhDN/vQgw809uP2DBq3YWKJvW+H5PobrkcyqW9SZtCsiBHxdHa+hsYUywj+md5njCMaffv8YZdY1cWGiSX2vuoLQZqbSzZhIh5LEPVF7JL6qCqTaelBLGT5HBdwIikxYCYNqqrYMLHE3lctURt4xWWXItEbS1c4KWwiI1oPNS0Bf5H1PU433njtJWi1/m2JDRNL7H1VEt160eJFcMS0xBNBRWG9mEZjKmzCIlrvVJ/KqHtFY5ivSfDCFdsSa9YUs/JbZRtObJhYYu/butjW9BUXXYR0ejpTjG0ietMItghYGpqG7JkJLMegOxY3XnW1Kd9wXpMNE0vsfZWKbrBwwUI4iMLnyCbZRKUFkvAJiWgDUnpMcrOfSYyDI7o5ZmbPgD60LS82TCyx91Uq5595OlI9DtomYpCG9+lFRLeuMoBNxc+Mxz5eP4474nCW+ibA2DCxxN63mYhN5s+ba4I6ryQnYrZBoLXuoMZVlG1X/K3t0O/y29t7XsXfFbdDv8tvb+1Y+e3Kfle2XZVj4bZDv0P7qrJd2e/Ktiv7Xdl26Hf5bWmGH+1TEsy32VrLSWLDxJINGzbkV9QLzz07P9Hnpnry46V++2/F7XDHQr/Lb2/veRV/V9wO/S6/vbVj5bcr+13ZdlWOhdsO/Q7tq8p2Zb8r267sd2Xbod+h7fLK/abcve78m66/Nt+GyW673X/XHQ+3zkjpdlDrVkbbtmrd7eDWEf2v6kHUA4SD1lndUhLju7311ittDFBKSkp+vev220AE4RCPH4d7YnCIz4VDpd5yWv731rYr+72t7dDv0L6qbIe0/O+tbVf2u7Ltyn5Xth36XX67KsfCnbe1Y1U9b2vHwp1Hbetz4ghPLOJ8btx24w1qgU4qA4rsksMOaIM2vljMbxXEfBo6RjMSsCBDfy2tuF2VY+HO29qxcOeFO1Z+uyrHwp1X8fe2tsMdC/2ubLuy35VtV+XY1s6r+Lviduh3+e3yvxdRb07wwRUVZb5VKi0ttYBCm8QARSHfgMuFC/1uzCBAptLQibjD/x21VtNPwCfJ8XDFRGH8uHEhJ2gTUMxP7p01M9tE8F5M9GFqls8E2cLdNKK7oJIUhpAg4lwOvPT8C+UjKxWBItmIH77XrElO9OCFocFJkY7AXVc1+4TmupuRmYA2bgeOOvIwGwtlEg4oFDZD11xxCRLdXkzixWaEVaQJ2mVV05vNZctxsc8Lr8eFNUVFNhDKJDxQZK9oEt99MjNwmMeJmVlW6D7CKruWqu/HGvccwAfJAThjYzBh4gQzN28FqYRRKNyHgoJ8OB0xuClAWqIl/F/+rniXVIJEEygOyUyEy+3CO2++HraTkFI5UCS6aNSofxET2wKfJScgO9zDItpgVSCRd5vldeHEY45geVf61eLWgSLROMw3X3oFAUc0/iLyrCk8I8yyK6hmkLo44IGfQNEKqmG5xJJtA0WGrZjl5KOPRZrHzQck0FaJAKXhaxzeTvYjOrYZ5sycXVmTE5KqMIr1z/oN65GSEMCJfhfmkFWmZnjZxkU+TG9oagZjp8bhr/QgvM4YfPDeewYkOwyUkOhGCxYuhDsmFg8EA5htpuFqeHPJRpRgoWPSyuPFGaecbJfuNqXqQJGUEiydu3SEN8aJ9rJV2AxZ38uyKaqHcZYfAi6c2rzJFkb4c+5onNWiKb4MOM1xffVY/nh51bWXRjXD6fZ573kd5prQLA4Vz9Wxb+NcWxyrD6rwhuySs5kv6vCrxij96gFFIma5/5474Xc7MSkjyfQHyQ+vj3bLuNSABt7gewIitG8ONWHP3ZG61x543ROLrL33MplX/rqKelTTxmhtzovHfY4oc09tVzxPQNKxl3nfisd2tqp8stO9eCU5Do6Wzuoun1d9oEgElsMP3B/70lqeTQ9IzFIfgaJar4I7u2XTsn3jbfB0iHfjW9asK6Ob23PjWud/7nfg1pgW6J/oLWOiO2Jb4Gpz3iagzKNb+bonBu/5YssYKRxQega9uILX9gp6tmC2ulSVT/+MZLNSyaeffRguqLY12U6g8L+iwkJ4aAxd5HfTuGVCqGr76lsT9JI7Fnuw8LQSh35/7HOYwlQ6H3NFm+25Ope/mzdqBMfujZC2155m/8FN9jaF799zD+xlnxcCSrTO23tPNOU12tZ55YEiUFzCJqtJo92QzvP098KWzcI2WbWlJpKe6jc9wpqyPZUgOfP0U0xFrziYehuyfUCxZCNmzpiBWNa2V5NZ+wSWUOLqkY5PsRhkVLL1nXSbxnvhBNvGKA+UUDP1NO0X/f6ZdsYoXqsCDweU3mQc3e9fupj63V5z2fG3tgWUCfb9hiX5sIDs82eiz/yeRI+jfPpqW/XlhMY8n+Z3IhjvM+NLWN52GVZZdgQoVhP0xeefw+1woqdhk/r30bpsicQ998TDzijaJwloysL6ipmmY+WBIkCc0KyJ+S2GuJUVQCxUGVBk6+geAoF+H9Gs8WZA6cGmRtsVVfvLp682VD3BhkGpM1MT8TwB74qNxeIFi7Z3WvYdB4rk0gvOR6LXTeM2aBIXLvE7U2+PbYkADdjBSX5T4BrFpf2bNT3UeVR1uT/B/WqGfHvsThssPFAm2u85l+DTb11THihDk7xmewIZZB7vEdI6yR8+Q/OqTKWT0S/TD7fLie+++cqU1XbKjgElJKKz1pkZOMon47b+fUUYMmqPIWNk0v4I7S8PlI99TjLPHuhD41PnH077RGDRUNBwQDmJzZfY5iEylX6PZa0tDxTdoyntkgOb7GXA1yXBY9T02NayynDVjE1TMpOQ6nXi0vPPtS0SsclOYJTysjwvF97YGNwRJ2/Bb4zb+mKvqEBbsNBUiB3p7YT2hwpZAFBhntGiKZqz2dG+wB574Geeq2tdZJbd7fPuJDvp+OMEmZqoPbn9vDvG3C8ElNDvkbRfEumGa18Mzz2X3pfuF3p+rSmN11k0A071e5ASjDern+yg1BxQQHdryJChiImNwvdJMqLUDIV5iZ2gAuxC6jINwiq3X3aG9pUHtJol7QvZINLFZJWl9nkCS+g+aqo0EDl0no7rWPkYi8CjazVQPbSvtnUmQf9CQgAx9LoWLFhQZiLsgNQgUJQWJuiF5/4HL+lulKK2qRqgrcRHZmaqC1Veqx+nT0YSnN4Y/Nq+xpaIqUGgUHgfg96jjzoC6QTL5Cy6l3XsDv6XVfPqadaJeH8sLjnv/JpgkpDULFAk65m4DTRugz4vTvf5aNxGBmfXhcpInpUZj5Po+ssu0dTpNYeTWgCKREieN2+eWYfvySANW72M5lSpR3EWheDl0Sht8lAUD9kWmHVc1+jacMelule4/bWmtAOnZHowi838E0EPPLHRWLxoUU2yiaR2gBKSzp07wO2IRke+0FR5QhVfciepPA83PRm+Ouay0J+gl6LtcOeW1zk8txHPk2cUDhCKrRzWdG8DuorHaktNZ19qEnrQ0/E6HOjwW4fq9uNURWoXKLJw77ztZsR5HBifVX/W9BFQ5Laq0AUUdT/MofdS/qtIeSkhz2cRz9G2gCI32U3XWd6MPCT91TkCzvHNGhvArciq/ViSKp0CajJgp9IuSXa7cd2VV9n5XuNS20CRbETb/Q/AgX63WV093EvXtVYEytMVGOVLtvPNGjUyQxH6JloR1nsdUWVA8RIoN8U0NzGUI5s2xjQyyWd+q7MxpKNTareZ1aCxbDbn6pA9hnmbmZqM9es3WN5nzUvtA0VtpRaB8jpicWXAY8Z+7GxmqQiU5zybgDI62erMU8/vn0leHNR4b/P7QWd0GVB0nQY9/Z7gNscuj25mQvWHNbHO/TvZh6kET8Xn1qROJZtpfMkjtAH1CfDSJUtqCSNG6oJRLLd58sQJ5uv4N1NDNW3ngaUyoGi/oqraDjU7o1Ot3uHyQFGkVk2NztGxvRtZ1x7f3OpUXGQH5GpV6Rh0TU+Ck+nq3vX37ekRro7UDVCMEO4ff/g+vC4nBuzkWSW3BpSjm9qFzf06V1FW/S4PFNko5YHSeCcAZUJmolmX4OqrrrQzuFalDoFCUTN03hlnIskTzRdNNsbYzphWY2tAkX2ibdkdOrd3ojVcoL4ARYb3LKbjGK8L6cmJtc0kIal7oKiDqlVKCo716bOPJMzIqPvYSmVA0TEBxDJYd8dpLZrioCZ7VRkoj7msTkYN3A4BraZVQHkwwQcnn5Wfn1fT8ZLKpK6BYnVy5+flwRsbjbuDGhmnyVvi+Ldupyc9jq5sVmNrwPS7PofZVvBKbuck2lHH0Zt5xhVDIFlgeNIVbc5txfPa8ZiAod+6bj9dy21dewsNy/NaNqtRY9YMM5UTkJaA35g2N0H7R/cedqZaf2pZ6hYoIVEt+Kv/AMRGR+HbFHUeBgiW+uE6yyM7liD6Jd6N5WxCuiZYTc+gpJ04zy4N16nMn0mZ8YhzunHLrTfWET7KZOcARSKwPPX4o6aneXhmkAVUP8L7YopbYlqYwdACiAYsXVrHg6LLq4lmk1HmsIlu6/eg9b6Zxi5Zz//qUHYeUCQCy9HtDkFrtwfTWVumpyViSoZC/TvPdQ6pgKGmZWcBRGpWWWOeTGXe3BvvMeNec/Ny68ouKS87FyiStWvXwuuOxXleN2Znkt5JsfWlT2hnq8Lz0zJ86JCSiBjaPgMH9LcMvbqXnQ8Uvfa8uZpOPQrP0g6YY75p3vmMUh9UwzPH05iOc7twz523Wxm2c2TnA0UiKv21/U9mgsHOWWKV8Bn3X1M1ewf7aJdkpNvxkp3CJpL6AxTpTddejaDbiQkZ6mmWl/HfZBY1vbNpn9wa54Wbdknh6tXYsHOanJDUD6CUlwNa74PDaa/MTE/Ff3UV1Glk1B+Sg3A6ozBo4ICdYbxWlPoHlJUrVsDljMG15lMJ9TSHz8xdU8mgtEvGpici4HXioQcfqA8gkdQ/oEjGjB4Jd8tofJgcj1mpcSbYFD5jdx2VAa/Iq/pxDvA40PaA/esLSCT1EyiSN958BX6vA4Nor2iO9nCZuyupPm2ZkenHdXFuM0tE4apVO9F23ULqJ1DWa1IG1qbTTjzJTNUwIyNoPry2Fr3ctUATmlNNq4l+lxxATEw0hg0fZj6o0+QU9UTqL6MIKBralxQfwAl+B2alJ5io7a7mOptvcfhu/2YG4Xe58L8nH69PTU5I6i9QJBpNvmLlSriio/BgguYqsTrmTECuIQNGaafKUDfDEbISsJ/HhcPql11SXuo5UOy/vXr1gpuU/HNKPCanB63QdkNuggQSGyhqSq+K88LriEZpSYn9xvVO6jdQyhtzDz94PxJcsRhFr0BLw2hwcdhCaABqmER/ySaf0S5xR8dg9L8j+Jb1kk0k9RwoFeTIw9tiX5/XTDBoelbLZX6DUgJEYPlH8RJ3LJ7739OESL0FiaRhAWXNmmIEXDE42+/DrAbMKJpFU+NLWrudOPIwaxGleg2ThgaUDTRuZ2RPh6tlNF5LlmGr8RrhC6O+qpqcObRLLvG74Ha6UFxUaL9dvZaGBRSJvIIfv/8WLjJLL2PY7txPP6qjU9lkKtL8cXIc3LFOTJ40ge9jv1j9loYHFInAcuVllyLocWCSmdmpYXhAMl7/1iQ3Hidefe1lbFhPlESAUvuyb3o6Dg/E0l7RSP6Qu1n/1EzwpwmFMuOxj9eJ44480n6DBiMNFyhWMG4FvDExuDZI47Yeh/cV89GsB5f43fC6XXX10VZNSkNmlI3qDsGI4cPhiInC54laktWi9yqvI2TcVMtVNd/O0BPRDAHW14vWMWu1M+veIbfWLLGWqrG9WwEmz52awfN4rr5dej8xgNiYaEyfOhXrlfCGJQ276ZHIXnn1hefNah/D07SUnTrYqsgsBIU1dYTmP2GhsmDHUIdkJaJveqLpuR6RFaQdlIjZ3G9G5fNcgUeDqkyPb8V72ipAzUwRWAIYzOvdrli8++ZbSrCd8gYlDR8oYhaB5ZSTjkMy2//pmYksKHtZGDGDbbtYau3TtzuzMoIYwu2Xk+JxMpuELBakprWKITs5olvCGc2/ZjsasY4oJNHLOsTnwf1BDzoTLLqfOipDjBRiIGvbeu7kzAABlYx9tcbPCSfa6W2QsisAxRL1k2hU2Mk+p6n9mgN+Cmu+emb1pZ0YQKuWjc2Kw5MJfmSx8Fq2bA4XwXHiqWfgwWdfx9c9BqLn+NnoN2MJBs5dgb7Tl6HL2Ln4vv9oPPnOVzj3yusRTIhHy6imCNDWuNTvRz96XZp71jRFYhiBk78FmjmpQZzjdxm202cp9bTDryqy6wBFkp+bC0fLlng00Y+ZGV5MY0Gpd1ZNxVi6pVfFueGnneD1+nHVzXeh37TlmFCwHmNyN2JsznpMXFqKsUtLMHpxCUZS/15YisEL1mHgvHXoO2ctes1diz/mrUfH7CLc/9Y3SM1sBacjFoe5POjIJkzr/hj7xWaYd2mXxDhaYvr06abJiQClnoh8iW5dOsPljMUvBMmsVL9xnR8hg/i5LyU5Ba982wn/LF+P4UtKMWrpOoxbVoJJy0swLbcU0/LWYWqe9Xt8TglGLSvF34tK8dfCEvSfV4Les9eh+6y1+H1GEX6ZVoyfZ23AO/2n4ODjToYnqgWODbjwr4KAtEsG0i5xuaPx5YcfWolr2LJrAUWiWnvX7bchweVA1/QUtGIT4XbG4In3vsaQxRvw14ISDF20DiPJHBOWl2JK7npkk1XmrFiPuStK+bcUMwtKMT1/PY+vx788b9iiEl63Dn/OXYdeBEvXmWvQYXoxfppSjC8mFeHzqaV4te8MpKfvA487Bq+m+JHp8eCME0+2WKTBEkmZ7IpAsWIUbfbNhM/tQNujjkPPuaXoPacY/eYXY/DCtRixxGIMscis/BIsWLkeSwrXY2nhBvN34apSzCZgpuWxOeJ5/5J9hixchwFsgnqzCeo+aw06zihG+6nF+GbSanw8oQjvj12NDyaX4qKH34CPdk+Cz21AwrzdBXCyizLK888/Az+bghufeBXd5m80DNB79hr0n78Og8kmowgUNS/Z+Rswb2UpAbIeecUbkb9mA/KLN2BZ0QaCpYTMsh6TCaYxpgkqwYD5a9GHdkoP3qsTgfIzm5/vyCifTSBIxhfi7TGr8Br1sa5TECCL7ZtpfeFXz4cQVEV2PaA89MD9cLZshqe+/B0/z1iHLjMK0XNWMQuYRul8NSMq+BLaImxmCITFq9YbcBSu3Yg1JUDhOoKFgFm22mqOpvO88Tx/OI1bNT/9CZReZJXfs9fg12lrDFA+n1hkA2U1XhtZiOdHrsAzQ3Pgj49DcjChOsvG1lfZdYAiJnnz9ddpVDbBUz/0w7e0H35h09CJBdpj9lp6LeuMfTKMBT4ux2pW5q8UIDZgxRqCZJ1V79eWbsSqtRuwnKwyj03SDNoq42mr/MPrBslOYfPTsxxQvp8ioBTio3EWUF7/dxVeHLkKzwxbgaf/WYnEYBAH7dcapaWlZc1iA5RdAygCSe8/esLbsinufP83fE674ZvJ9EwIlM4zBJQ16EegDGRByzAda4Aiw5WMsroUBWSQopKNKFm/EcWlQAGboRw2R/Nop8zgeRPY9PyzmN5PBaB0sIHyxYQQUFYZoLwwwgLKI3/n48G/8hDw+XHe6afaqW2QsgsAhTSQn58PR4tmOOvmR/Ahm4DPx9PIJFBkbHamKyugKA4ykDaKbI3RNE7l7cwiEGS4Li9ajxXF6w2TrFizHrncllErg1ZN1Fg2PQLYQNoo/eauQU8yVOfsYgKFNgqf87lto7xFoLxqA+Wp4SvxyNCVuHfwCtz6+wx4Ypvh848/MqBugLJrMMpB+7VCVus2eGfSWrw7tggfsYZ/PclyXzvSje1GL0XeygACZQiN2X/JDnKNp+eHWGU9cgiWPAIkh03OksJSNktsdugmT8wtwSi6yEPl9RigbG7MfjOpkMZsId4no7zFpucVNjvPj1iJp4atxMN/r7CA8lc+Tnv4A7ijm2LpksUN0bRtuECxMnsjfvzpJ3ijWuLFIYvw5qgVeGvcKtMMfEm74XsySofpa9CFzURPNT80aNV8DFtMz2fZOkym56OmZQ4BMZfAWEjDVnaJjNyZtE0mEyQyfEfw/EEE2Z/z1uIPsom8qN943x95/68nFuNjssm741bjrdGr8TIZ5TnaJk+w6Xl46ArcI6AMzMfNQ4qQ2qYdjmh7UFnqG5A0ZKBsNP0nca4YnHbrY3jx30K8PmqVsRM+GL/aeCLfsln4Wc0Pm4kes+jaGlZZa2IiiqUIBBOXr8NUAkJGq8CRnV9i7BeBZGxOCf5Zso5sIte4xFyvZkfA+8W2T77kc9TcvTOWhiyB8hKB8iyB8jiB8gCbnrsGCSgFuL5/Aa78bRI80dHo36+3/RYNRhowUDaux7tvvgO3x4PnRq7GC/+swCv/rsabo1fhPRbaJxOK8BUL8Uc2P7+x+ZHxKVbpy6ajPwt9CJllOF1lxVTGERBqiibRyJ3Ev+NovI5mcyNPR02VwNWXbNSTTZhA0pFNzk9T17DZUQxFzU6R8XheGcV0MC1P0z55lM3OfUMKcAeBchOBcu2AfFzZfwX2P+NS7J+W1tBslYZto8S7Y3DG3c8bw/FZ2gWi/TdYq8Uqxqhl8/PdZLrJLFhjq7CQe5ER+rEJkWE7iMyicL4AIYYZSSN3xNJSEzNR86TgnDwlNTm95qxB91kyjovpFhfjB7KVgKhm7t2xq4wha5od2SfDrWbn3sEFuP2vAgIlH9f0z8PlffNwSbdZcNPwHvXvPw2pAWq4QOnbpze8zig8NDjf1N5nSPcvsTbL63iLrPI+gfIxm6CvaNT+wObnl2lFxgDtxiZI7q0Y4s95bFIIBNktAsVgAmcwvZtBCwgkan9jvK4zAbZuAkl2kfF0jG0iNhlfhA8Mm6zCa2QTxU/U7DxBoDwwxLZP/lqBGwcU4Co2PZf0y8X5f65CervjcMyR9vc8DYNZGiJQrIw94dhj0frI02gHrGLttbyMZ8ksL7H5ecPYKqtZ21ezaSgyTcQPbIJ+FVhor8gYVRDuDwJAdocYo/+8dbaWmFiJmih5Sr3YXMlr0nW/Ti9kk2O53oqdfMj7v8PniMVeMUbsKjzNJvBRssl9BMkdZJObbfvkij/zcTEZ5Zw+BTju3V70gJqjuKgoApTaE8uIdUQ3w+Wf9sIdpPf7CZTHbFaRa/rKvyuNB/KuAQubILnLkwtpr2h4QBF+I7N0nknAEADq4JPt8ofUGLzqIZbRajU1sm3UAfgrm64feP03xoAtxEdkLNlCJnZCNnlp5Er8z3g7K/EQgXI303Ub3eIbCRQ1O5f9mYeL+uTiLILlzL75iHfFosOvPzeU5qdhAmXq1KlwtWyKmwYsow2Qj7uHrMSDLBxRvsDyApuA11jDxSqq8R+OX4VPJ6zGl5Nos7CgZYjKzpDdIhDIK/qdLNNFSmAIRArU6fivdIMVuFNg7Ste/zkZSkwlkIRC9mry1OTINnnk75W4l82OQHITGeU6sslVZJNLCJDz+uThjN7LcVLvFYg/5BhcfOF59jvVe2l4QBFVP/rA/QimpONm2QBs/+8cVEAPg5TP2qzCUhzjJYLldbrMKsz3xlou7KdkFhmgcpvVFAkwCpp1mE6WoeqvpYWGedrLHuF5YpGvCBAx00e0e94fW2jsIDVxLyvAxibnGT5Xz5dLfDfTcxtBYtiE3s4V/fJwIYFyLoFy6h+5OK7nchxw9+tIDQTst6r30jCN2SPbHoQDzr0O1wxcZTyKW+iC3j1YhWQVluyE50aopltGpiKmYhaF2T+hfkawiF1ku3zHJul7KVnjewLH/CU4vqN+zXMELNPpZ2ySItOc6X6vESgvs7lRU6fOP2PAkk3uJnhDTY7Y5Oo/LSP2PALljN55OJEgOapHDg75dgwcLZth9aqVW9gprVq1gsvlKtPTTjsNf/zxh320epKdnW3+Ll++3Nxra7Lffvvh8ccft39tJg0PKOvXr0ei141jHnobV7Mgrh+Qh5tZe2U4Klz+wNACPDaswIDFuMwGLKz9LNy3R680TYbYRR7RpwSAWEJBs68Imq8mFhtg6LeMVcVIdJ7Of0/X0x55a0yhYRIF1uQKi0kUhX1I4Xqy2h1kk1sIXhmwV7PJuVxsQtvkbLLJKTabHN59Odp2WQhvs72RPWPGFkDx+/0477zz8Mknnxh95513sMcee2DAgAH2GVWTzz//HG6322wXFxebe21N4uPj8fDDD9u/NpOGB5R169bCEx2FMz7sbQxE1djr2fzcwhossMgltcCyAk+zEOUJvUhPSDEOAUYBORX4e7Qz1D/zAfVjbktle2xSHQvZInK5aY/westwXW2aNzGJIrAP8nlq+vT8W9XksLkJgeQissm5BMrpZJOTeubiKGrbbsvRptdK+B2xxs2vKALKq6++av+y5L333kNMTIz9C2blV61WLwCERJ2jixYtQm5uLlasoL32zDMGKPqtYQ46PySqcPotxyAkFYGieyxcuBBr1qw5ocEBRXOkeKKa49Sv/sZFpPMr+rFQ+ufjBoLltr+swhKzPMSCe4xNwVPDrdiG7IiXWcByY99Qc0TAyGMJNUtSNSsKxWtbto2Ovclz3uT5r9KT0vUv8D7PEXxP876PGQ+Hzxti2Um3yIAlYK9leuQOy4A9n3o2meTkXrk4tofYJAcHdF2O1j3z4fO66Pn8Yr/ZJgkHFBX6ddddZ7bbtWtntp944gk0b94c7du3N/sfeOABNGnSBPfeey969uyJk046yRz/7bffkJOTY9YfkgwdOtQ0Q2pmvF4vfvzxR7O/PFAOPfRQXHrppXjsscfQuHHj9bzW2aCAsnrVanijW+D0nyayEPJxad9cXMlCuYZUL7vgFgLlDgLmHhaegl6PsEl4irVeTYRYQB7RSyx0udAqfNMsEQhvkjGkiomoadG+V/lX571MfZ42jwD3DEHyJO8nxhKThEAikFqucL5Jz6UhkIhNCJLjySRHEiiHECituy5DRvdceOIS8MVnWzYHAorP5zM2gzQzM9MU8vz5843Hl5GRYZ8JjBw50oBD8uCDD5rCDomaLN1HIhslBJSmTZsatpCsXr0awWDQNH8hoPTu3RtnnHGGOS7p1avXtbx2QsMCCl9Mn0ac/OMEnEU6v4AFcUkZWMgsLCwFuRQ6v5tGrpoEhdNVsE+ICVjYinfIvnhRaoBTaJqTzXTEah5nE8NzBJCnySRPkkHEIg+Tqe7nfdXMicEETkVf9fyrqJeyyVG6zu6di9OoMmCPoLalEdumWw4yuyxDsHs+3HFBfPn5p/abbRIBpU2bNrjiiiuMfvvtt8jLy7OPAkVFRfj6668NI+yzzz5lABBQUlJSzLakMqCE/laUEFDatm1rzimnG8zfBtX0sE32xDbH0Z8NxWl/qMYuNzX3UrLLFbJZjIGr/hXLXgjZLeqge4iu66Ms5MdZ2E8OLzCutJjmfwSQbBmpQKR9Utk4T/E8BdHkTen6B3gv3e9OMohYRIb09TaTXGFAkm+M13MIkNPZ5JxINjmaIDmUBuxBtE1akU1SOufAR0bxeTz47Vcr68ubs+GanpDIDtlzzz3RrVs3Y6dMmTKlrOCrChQZxiEDuqSkBGefffZmjHLffffhqquuMsclPOcwXtuigRmz6xAXFYPD3+6BE1gIp/VebqKd59OrUE02zEIVWG6k96Eu/jtoO9xJdlEB30/AKDj38N8FeIRAEAAEHLGNvBe5uY/Ta5KR+ij1YdPE6Do1Z3TDB6004NMYE4HxBhquavb03EsI1AvJbucosGZAshzHUtuRSQSS/brmII1A8f2+DNHdcuF1OfBnn77mvaoKlC5dupQZtSrc448/vlKgfPjhh2GBkpiYaGwYya8E6v77W/PbhoAiI1e2TcjQJWg689ruDQoolnvsQZu7X2dNzSVYltPtJFhMM7QcF9PLkLdxNQtNofMbBljd/LcMFAMQNLQnNEZEPbtyZ9U0yZZ5kCB6UCAyyn1iIarOMwxi7JB8412JRQSQ6+ym5nI+6xI+83wbJGpuTuiVg2Oo7WiXHCy7xG5y4gmSqE5L0PjnufA12wszZ1pxjvJAUeE+//zz9q8tRYWpQhcTiGG0rUK9++67kZSUZJ9leUYtWrQwDFHemFUe3nLLLeb3nXfeWcYucXFxuOeee8z2P//8g+OOO86ck56e/gP/NmpQQJEcfdihSDn9KhxGz+HInjk4nmBRxPMsUr5cUdXqS1l4pimi+3wda/t1LGAF51TI8k6Mh8Tfd/L3XVIDIEsFijvFRDY4NJTxZuqNAwU8BdJ0X9toJTD1vPOoMlzVHIrpju65DIcrsMYmp3W3ZUgnkyT+vhSxBMrunRaj8Yf/wsNaW1i42n6r+it0rU8kUBqWeyz0P/XIYwgkJeOQHnk4lIVxJFWBLLmgsgtUYIqEqhNOBakaHzJ2VcgyeG8k08hLEduoT8YCkKUyhqU6JiPVgMM0MbKBrJD8pX/mmhjJeXyGgmlnktFO5rOPZzqOJoscShY5WM1NlxxkyHglQBydlmIPssluHZci6pbnkBqMs9+q3kvDDOHPyJ4BV8sm2K/TfBzMmtqWtH4EC+bYHstwAgvqFALmDNL/OSxE2S6q8bIfBJorWNhXcVt2zLX8q+ZDUdTry/5aoXeNSFM85GqdT72CwLiMhqpiIxfxfufz3uq7kWdzOvUkPvc4sttRTIdAchBZZF8CJItASfx9CVydl2GvjgTJb0vQqHMuXAccgSsvvcR+o3ovDRMoMmjdLZoj8+XOyKSB2Kb7MkPx7VhAaoqOI1BOEruwlqsgz2Xhqmm4wBSyZU9czkJXUExMcyUBox5e2RtGua1jUp0ncFzMcy4kMORh6X5ncVtgNCzCZx0jo5VpkHdzAD2afZmuVAIlgUBxkU327CyQLEWjjguwBwGT4HKjc+ff7Deq99IwgSI59eST4Dv4BKSQ3rPIKgpiHWRq8zK0I1iOYQ0Xu6g5Oo2FeSYLVU2EWEbNxQXcVtMkvZjbRgUIAYl6EX8LGOr1Pb9PvsUePFdNjBhErHUijWk95wg2fYcRIAdT9yeTyAVOJTgSOi+Fg3/3YFOzm80mu3VYhNinO8Ed00KhcRqxDeLrwYYJFNkpg//6C35HC8T9Og9JpPWMLksNWNqwJh/Mpki2yxEEjewF2Q0KelmgWW5cV3lJZ0sJAIFHQKio8mDOovstcAhsJ5M15PIKgAYg1MMITrHZgXzmvgRJFlkkmeDwEyTRBMjuZQBhk/MLAfNbDtxsdk46/hj7Zaw/9VwaLqNIknweeK96mJ5EDgIsnFTaAnJB9yFgDmDBHSTAsBBNk0Q9mkxzLAvXAIegUfMk8EjlNVmqXl5qrzycxN8673hznViKNgiBp7hIWwOQHAsgBKcJpKmpIWidBElTAURMwuZGINnt18XY7ZdFaP7ZRHhaNsXkCWMbCEaMNFyg6IPvLz75FF6XB01+W4xmtAG8dD+DLKz0LktMwYlhDmDTdAgLsy0Bo+ZBcQ15ScfwrwpewJHHJPCU1+N4XMcELoHDNC8GIMuNCoj7UVt1XcrnLUUSn63nRxOwe4cAor8GJPxrgJIHx7Hnoc0+mWWxiwYiDRkoG034OeBzIPqC27EH6X1Pup5RrNFe1ugEwzACjWUztKZRuT9rvhhAATB19YttpAKAYh5qRtS7a9Q+LlAc3C2X18n+4D2o+/J+cnllrCbyeT7FR/jMven+WizCZqaDQELj9VcC5ReC5GeC+f0h8MY0xz9Dh9hv0WCkAQPF/rdrl64I0DBs8s1kFtAi7M7C2Zu1uSULzc0CVCQ0yS7ULNZ8MYAKWmyzH1XgOYBgOJAqlhCQBIo2BItC7q278XzaHmrOMnm9QvCyQQTEEEAaE6CNOi0zIGnUkX9tkOxmg6RR+0XY45dcuLMOxPFHN7jpzSUN20YJydFHHoq41Cw0+r3AovqOi6hLjLfRlIXoMCyzDHHUxM45pqBTWehqMjJZ2Fn8LSO0lQGTpZkmUGa5uCk8nkg7KN6wxzJzv2a8756dyBSGQZahkW2LiEka/cI0/Czl8fZqcnIQde0z8ES3QH5+XkNrdiS7BlAUBndFNYf7jOtYYMttA5IFJG/D1PIl9D5U85ehJQvZQRZw869sCj8LXgCKI4Ck8QSEfgeoAoWHf2WcRlObmMiqmMO6r7k3QWJ5NXomVSxiA6QRdfefFqHZu0PZ5DTFrz/9ZKe4wcmuARTJ0CGD4Ilqiqi73maB5WD3n9UEsIYTNBVVBd2IhSybRnZFExZ+UwKiGVV/mwhUbEL2ogpgBhQ8NwSOMk/GqLZ5X8MiBEhIBZQfFqHxV1MR73LhqkuvsFPaIGXXAQrfAV9/8zVrbhNEP/Y9C081moWnAmQtt4xLq3AblSkL2C5oU/gV1IBKhqkxTq1rjYo1jPK4DQyxR4hFdvuRTd+PC7D3dzMRiIvDMe2OxIb167F+43o7tQ1Odh2gSNT2v/zSC/BGNUPMvR+yUGk7/MJCk0H5K/+GQLGFlgNBmW55ngmY2R5MRTUA+WkhGkm/X4LGn01AvNeHAzOt+dss67vB2SYh2fWAIvn0kw/hjopCzMV30wtagUY/z9+ycMU01VFdY7NGSC1wEIBUNTO7/bCQ+5eg6Uu9EOd24Jgjj2SaNjRE47Wi7FpAkahQVC4XnHUu4jxueFodiMbfzWMBkhHasyANUFioZarfW1G6tgYY3BYwyoNjtx95P4HD6AITM4m58H74XDFo7fPB44u1ZoNsuEwSkl0PKKL3Dj//AqczCt+nJeNAjwtxrhaIvfZ52hn0iH4iYIwNYRd2OVW8Q1q2LwSS0G8Bojw4aIfs+S3Zpn0Omr/cB75gEsEZi49T4jA7I4j9+exDDjzAYpSGjZVdDSgbsWjRQnhiY/BUorXcrZZkeTkxjp5HNPxxAUTf8ib2/FkFnWMVuil4gsCAh9s/Ldi0r4wtQspj+vu9/gpUy9D41T5wtz6ELBKF8wJeTCBAtOSLVhEbYxbAduCRBx4wQGnAWNm1gML3QJLfixP8TsxJ97OwQkvdxmFyq3jcGYhDwBsLv8uJ2BMvRZO3BmFPFTwLfLcfyQzfs2n5PgQK2jUERKPvqN+z6TJgonFMG6TJx+MQfc1z8MSnIJ7MdZzPjf7pSZiT5itbfUzr9cxITcLPTIMzNhp9e/XGho00ahum7DpAEb1feO4ZSPB4MZ0sMiUjEWaZWy20ZDSAmQTPDNb4NxPjsZ/PAY+jBfyO5vDteyhizrkFze//Es1fG4ym745A04/HoskHI9H4raFo9nQHxFz+GBxHngqfeqxjm7OJceDWeA9GpiZibnqCWTZuMp+brdVIBU6tAJblwRzufyDBi2hHMyxbsrShGrYNHyjKdjHJTz/9ALczFn1Zg6eb9f7sZWRN7Zbay7oRPFoMcnZGPMYSNJ+lBHGhz4v9vQ4kuWPZVEQZY1SfUvj5N84ZzX3RyKS9caLPhWfZpA1OD5ol/7VUnBal1KKVhkEIRovBpPqdYBbF1srpJ/DatIQEMwK+lOltYLILMAqRMm/ebDiiY/B0UgJm05A0hVZWYJWrWZnUbAcxn9szWeiTCJ7R1OHcN4Y6UWDIjMd83nM2VSCr7oLcWpN5Gu+Z4XHirFNPMV5ZA5OGD5T1dD+TgnE4OUC7hDV4Siabl81q9tZUoJLhyfPLAWCqjpl93NZCk/xrlsg1f3VN5auThlVdQ/2Lz/K4PHj91Zft1DcYacBAsWvlBeedjXSPm7aHCqV6Nb3OlfbKR6kuOGKiMWHcuIbELA0XKDIKv/zsM/icMehDj2MaC6GqTc7OUrHKLDLT9XFuuvBRKCwsbCjGbcMECtOL+fMWwBEbgxdoXGYLIHazUf/VCsYd6vGg9b6ZxrhtANLwgKL6pyGQiX4fzva7aIDKXmgoILFUS96Oz4pDvNuNG6+71nqx+i0NCChEiEAiqj715BOQQndVK6IbA7NCQdR7NcZ2ArqlJcJJF7z9d9/rxcresx5KwwKK5NOPP4bP5cLAzKRqejj1R+VpzUiVO+7Bc8EAYmnczp0zp76CRNJwgKI8nDF9OqKjo/BaksBhB9UaIFAUu8lWummAzyIjnhvnQsDnMfZKPcVKwwCKmpu169YhIeDHOQEX5ii+oVrJDFfUtWJBNCTVqusz0hPR2u1Eu8MPNe9aDx2hhgOUM048HlneWGRnJGJKuo9NTjWDXvVUFcybnubH8MxE+N0xeOrRR8z71jOp30BRfmkF2PfffQseGq9DFC8xrrAyt2F5OpWrIr1qjuLwQ0Y8nI5Y/DVgIDYYrNQbwNRzoGxYj5nTsxEdG4N3k3xWM9MQvZwqqIKFs2lz3ZXghTs6FsuWLa1P9kr9BYrot6RkHQJeDy7zuTFTbGL3v4TL6IauChrKyFWv9lEBJzKSE6xB2fVD6idQLINuI4478ihjl8zIDA1A2vXVGhIRhxSfDxecc5aVH+bfnSr1l1Heev01+LxODMuS0drwXODtV9lgCeiXEYTXFUv77O36YNzWN6BY49XHjxuH2NgofJwSZLttjT8Nn6m7ploufxztsjg4YqIwaeJ407+1E6WeAYUoKS4uQsDjwGVxXsxK92NqhlzhLTPzv6CzySzXBAJwu2KwhvmyE6X+AMW4wvzvuKOOQGsfQZKRiOmpGiyk4Ya7iitcPdVo/hlZ8TjI60KbfbIMq+ykRqh+AMW0wdQXn3kBAacTwwmSaWl+UvB/yTYJo/TyppNVJ2UkweNz4tYbrzdA2Qk2S/0BytTJk+GkXfIJbRKNZJ/CDAoNjv6vqt5f423lBXXltsfhxG8dfvtvAmXj+g1Ys7YYvtgYXBnPJsfYI//NpqYyncZKMys1iKeCfjhjWmLuvNkES50atzsfKGp32x10IFqzHZ5tMsUK0YfLsP+s0k6bmkGwcPtMvwuJ/jgzeKsOZecCRRT6zDNPwu92YVRG0ACkofcG14aascDMG2Pc0n5r5XHixGM1U4JV0epAdh5QBJKR//xDu6QlvjSZoG+Fw2dURDdpNm04GftelxMvPPMUNtSNvbLzgLJq9WrzZd91cR42OQECZdcYNlDbqm+OZtIb+j45AQ5HLP7+u06mIt15QDns4P1wKCl0RmZipLnZDtWg8tvjPWTkGOTmLrdztdakboESIsnHHn4Q8e4YjMxKtIYE8sX1DW/FzIjoVpT5NiszAUfQCchITartzz7qmFHYnv4zZBhiY1vg25QQSCKu8Pao1ctMpRMQ9Dlw+YUXm8h2LUndAUXGq74TjnVG4baAn+0sWSRNk85EgLIjKrD0YV56YmPx2acfK6etDK9ZqRugrKcLx2dg31at0JZ2yfRMMYnC0/zLlwyXARGtmgooM+kJvZoUD0dMS0yZMpWVssZd5roBijy4R+67GwG6dOMz4wyT1PfvhBuSKj/npPtwCT3IeLfTWjCqZt3mugHKgD/7we1w4OdUAkSj520DNqI1pQHzkf4s2ittyNgHt2ltgFKDYKl9oKxYsQKu6Ja4OejBXFJk+BeNaE3oVLL0OILF53bh7ltvrslgXO0CRYg+oHUrHE4XblZ60PRXhHvBiNaMTtdowHQ/OtBddrsc6N61a02F+GsHKAKI0HzbbbcgnlQ4TuNLjPEa/gUjWkOqb52krJAPJAbgimqJBfPnsUB2eMBT7TFKv759aJfEoP0u86FWw1GNMdZ8cyf63UgNxKPEfPaxQ1CpeaAo6LN69WrERjXHfQk+a3K8iIdTp2qYmw7D9IwkpPpiccZJJ1tls/02Sy0AhYnJSgqinc+eFJjWeCSotpOUzDKExq3f3QKvvvSyKZvthErNAkUJueWG65DgctJwTTSusOZgjQBl52k2wfJxcrwZGadhHdsJlZoDyoYNG9G9Rxe4Y2PQ2YCECTUaAcnOUtMXpDJgRb0h3gtvbBRWrVq5PU1QzQFlac4yuGMceChesRJ9UB5xhXe2GqBom2CZnRmHw90+pCUnbk9P844BRbgMeemtUhJxtNfNBPktA1YR2EiTs/OVILFG82t9gHgksIwuv+zC6jZBNcAofN6VV12KJLcbkzJkuEZGqtVLTQ1iaroXPdMSTdji22++YhNkl+G2ZceB0rlDR3j54C5ErhYI+M9/tFVP1bIZrcjtC0kBuGJiMGPGdAss2wbM9gNFBlFeXi4cMS3wZILHmsozovVfZa+Q9c+N88Dv92DdmjV2iW5Vtg8oAokGIQW8Lhzjd2Iu7ZPIsIGGoeo41Gya2ZkJaO2NRdu2bcvKdCuynUChXn7ZpUj2uEz0b5qZfC98wiJaz1Qmgvrd+HdkehBxLhcefOAebNyg/jmrfMNI9YEi5P3yU3u4aJf0TU+kASsPRwmIMEpDU41Zbp/mh8PtwJ+9+7JsK+1prh5QBJKF8+bCERuFJxP9mJmqGQcs98sK7ES0QSnLbGZqEh6I86FFdAssX7qksiaoGkDhDXge0hKDODHgwjwzWi3i4ewKOpd2ixbQDAYDKC0NG4yrOlA2EiQXn3M27RK6VWxyIh+T70JKs0ETF6V4HDjnjNPCBeO2DRQx0Qa2Xd998w3bslj8QQNIHU0RkOw6Oo1AmUn9k56Qz+XAO++8WbEJ2jZQZAnPnT8PrphovEhqmmF6gyNNzq6kqvj6UlMTIr+bHEC0oyXGjBrJ0i8Dy9aBouGMJetKzDSep/rdZvI5i0kiHs6upFPV7cJyVVR9Nu3Oq+L98DpjUFikCQYNWCoHSmgE9xmnnYJ0tw8zM/UVfcIm5c0r3a7s97a2Q79D+6qyHdLyv7e2XdnvyrYr+13Zduh3+e2qHAt33taOVfW8rR3b4jwCJy2I+WSXQ70O7JuSYByY0tLSyoGiNurjDz8wH22dnejBLfEe3Bzv5d+I7rIa5zVlfHOcB1cnxCHO48E333wtOJQB5TtqfnmdP39+viemeX6iz5MfL/XbWv53ZduV/d7Wduh3aF9VtkNa/vfWtiv7Xdl2Zb8r2w79Lr9dlWPhztvasaqet7Vj4c4rp0lUZ/Mm+Z+///4JBiiSyZMndbzrtlsQ9HuMpiQEkBj0IinOj4RAPIIBn1lYKT4+gGBcAAnlVL9DWn5/+WOV7a/ONeWPVTynsv3be03Fcyrbv7Vjle3f1rGKx6uyf2vHyu+vyvFt7a94rLL92zpefv/WjlW2v+Kxisereqyy/bVxrLL92zq2teOV7d/ascr2b+14MBBn/ibGxyE1Lh6JHq+ZPLz7752wbNGiU2wq2SQlJSXGVFm8eDEuPv9cOFs0QwKbqSsT/ejUKgF9aPf0Sk1EL9o9vdKDlmqf+R3RiEZ011TVdf5lXf8jM4h30pJxoNZ4d0Zhv8w0zNc3hpQyn6e8iFRCMTkNwe3SuTNSg4n0qt04ig5Tx1Q6UZpEi962NTJWyxoEjFMVzkOPaEQj2nDVzB1vIqf6XCIOkzKCeCrBh2RaJrFRLXHZJZegoCCvLI4fllToGxtLRSdx2/wtKlyNO267yUxBGO924LYED0ZnJFrrpPBBGuI9PTUSro1oRHc11RARrfQ6KyMBXfn3WJ/brJCamZqCzp06WtNliE8sTpFUTiqbhGdvXG/IZdBfA3HwQfuRXKJxIG/+RUoQMzP5QBGKHk6CCX14FPr4KFxCIxrRiNZPDdVbM2ur8UTiaZ0k4rGgF4n0VJyOaFxz5ZXIycmpwCVlUhVSKS8bsXZNMZ576kkEaLH43LG4wh+HIVkJZoEM9VqH1OqU3DzBEY1oROux0jjITvVjcqbWFGOdTkukdZKIo/wuuBwutE5Ox+8df7Wsk8qlmqRCa0UWi3TihPE47qh2cEa1QJbXiTdSyGxZTJjNboZUIhOYRzSiDUYVP9EopezUILJpndyX6EK8h4TSsgVuvO4q5OYtt+r/Vr7woVTXUrHEmD28uZak+ujDD0w3s9cVg9PIaP2ZqDn2LH/ZWnK0XKIjGtGI1iNNs5YD1sJZmgFLEwnMygiga2oSjqSr43U4sE96Orp07WKmorcqv8bh1wKpWLLpxnNmz8IF554LZ3QUkpmYp4NxTCDZzpBLJIAb0YjWR1XDr+nyp5BI5qT5MCWd1knQhwS3A46WzXDzzdcgNze3zIiQVkF2hFQsCT1M3c/dOv6GpPgAopwxOMbjRBdaLZp1wUwWqelU1EtU4cUiGtGI7hxVg6+ltmfxb0e6PEf43GbepbSURPT6o4fd+6uPSatEJiHZcVIJifnog7oivwC3XnuD6X72et24M96NcWLCVL6ImcE98klZRCNaH1RTYo3PiMe98X7EuZ30NGJw8w3XY01xkW2VVItMQlJzpGJziibuNzJ40EDsv28mnDExONDrwVe0UmbJarHdoVD3c8UXjWhEI1rzqroWqm+au0bL9XegdaKp5100APbJSEef3r0NmVgWynYRiqTmSKW8hFwiLazw9FNPwOd2I87pxFXxLgxPD9pWiwK5ccafm5oZibtENKK1qiQSuTpzSCRjMpNwV4IPQbeD7k407r7jNuTn5ZV9Yr6DUjukUiYiF/43fvS/OP7oI+EgI2Z5fXgryY/pWqOSlkuIXMJmRES3qTOpc21V6xPunPKqc0Ln69ry12us0Y5aj3OoofuFZpzVPcs/tzrP0Xnl76n07mga/6s6Jy0Jv6R70E7jTpwO7LdPFv7s08eurDUmtUwqFHlD4r81a9fgvffeQYCukM/lxpl8sQEZQQLMirNoKPB08x2Rz5hnZqxLmIyJ6CZVBeuU4EHsHruDRYdDGu+Nf1P8YclF545I9uOYpo3NuVG7N8IfQS8ecUaZ39KMvfc0FbfitVVREciolAAcu1tpaUT9KuAy91uSGcSdsS3LnnNIk70NsYS7T0XVuyTttUfZtS94YrAwIzJUYWtqhRY0XkwT36sXNp4eQZDWiQtxbhc80VG4567bkUfrpBak9kklJCGXaN7cOTjn7NMQFdUCSV4nnkoKIJvm2NxUn/kwcTqtF9NTZMdeIroNJRm/4I4xlZjFhwdJEuHmpFflfMIVY87Zm/o0r9F5i1hBi1olorhVEgqywq9uLkKaT12WmYAlPF+z8VQkBVkP+sB0ZZZ1ryL+1ZSU2i9Suc+xibwOJ7HpeqVpIe+1lPddwG09p/w9pTonZa89y6592RMbllR0v0W8Vw7vpb+ybiqe899RK99Vn+al+/FbcgLa+JzwxDrRJqs1Bg0aaOriVsfFbr/UHalYImIxU0Lh1/btkZwYgNcZi6N8bvxO02wWLRbN564pTEOB3Iipu3VVRfyXFsKxzZqYShdrLJDNF7tQxeye4IbHtmiOYqUeSYtmISvgQ+UslVa0VMpXxkl0Sx93RSOT+0MWiNTBZ6TQejiCFsefiV6ThpCl4rLP2536dTlLpTypHMrrnieppe69B5o3amT2RfOerRrvaSyR8mW+NVLRc8fyPc5q0RSJPKdJI+sc/U1k+i6MamYst3Aku6toWR2Rpc86Y31VrBleAxidFYfb4wPGM4iNicID996NghUFZqLPUi2FXPmM5jsidU0qlitkhYM2Ij8vFzdcdzViolsi3u3EAwk+jCEAs9MIGro/yiwz03oo4yIaVtVKd453I4YVUxbLRaxkcidDx7Ut90MVvQUr8ecBLTYbjwUklcdIGix2o22a7GVIQJVwIgnlRJuodE9Vdk1dO5lg7UbS0rmquO1IUD/E8X60DkanBuDf03JV9qJ+FxeeVHTsbKaxf5KP94vDMLpld8dGkWCs43LnRFBKR2Wkov2f+R1l11wX3QJDeL+pvN+gRB+ujm6OPbk/iu/7Cc9T+srn2S6lZtHgBEzh9qyUODM1yXfcd4jHBaejOQ7KSsffg4bsaK9OVaXuSSUkIXdI2r9fX+y3T5oZeHOI18EMYUXIUkbJL9xEMGEzNKJGRSz3O1qWuUG/kWRmMd9U+X7ldsjSuIGVL+S6VEYq5p6snM/SmhAR6Zh3jz1wOongM5rRI0kCcofmUUMuiwigqqTSlpZKedKTiuREBDquZ17DbblZ4UhlCdM9lARyANMb2n9+y2a4iJZJSM9q2dS4eTp2XPPGJp60q1osIntNUTAzw49/M5Jwq8adeDTMPgb33HMvVhYVmu916oBQJDuPVEKiFxWDcgOPPPgAPC4HAq5YXB3wYLjmbBH4TOB2S18/opvrZFoXRzazArHptCImEWhTua813RftU2Uew4ofqlxbJRWqzpPF8I7PgTaN9zbEFCIZaXPqhzymsqkOqRzGdJhytZ9j0kLr48aYFmXnnNC8qdkXjlQU2+lOa6l8Wny0buL47HCazOt72W5a+Wc2NLXcG62VJNWnMCSUDA0mDTCfgvghKR4He2PhjHXgoH1bY+Q/w6w6Vk7rQOoBqYTUtlpGjxqJo9sdCUdMDPb3xeCD5ACmt0owQcBwGR3RTapKI9M/mpW/MSvaC+5YPEdroyldhAArV9cEz2YVa2ukIrdzDAmlU4IbvYNezLatBrkROucIuxdJltGtsS0MAVSVVBJ4ThfeN/Qs3Xcsn3W8fc9mdFlkaYWCuRVJZTHTPYHnX06LJLT/F54vy0nkJtW185kmpTtEoruCymKfwveaQlKZSVdnLq360VlBXJ/gRYDl7XI48NjDD5pV9u2KxX8UOwn1w9a67HxSKS8hYlm7di3efvMNJPn88DCjzg64MYA+o0bk6stnBaEiSw2FV7kR7/hiTTxBAUupKvhjrihrLYVy51ZGKiKeLiQgdeWKNORGBEkErRrvhX2oCtyGgqIH8PeQZJ+p/FUllb1JGgrQhu6ZRtJQrEfHFAN5g6b7TLm+vDYcqSimIqJQkPZsujmhYyKrLKZN6ZOFouBvPP/eQ7dwwi4wFmpTjJGuXBrzPDMJ36Qkoq1Hs7FF4fBDDsLQIYOsulT2b4hQ/qOkUiZiV+r0adNx/ulnwE2zOMXvwnME7/RMHzNYI3EJkgixVKoPO6NwPlty6eVRzY3VUbHFltXxZcBZdp4qnz4uCx0XuUwiUSgIrG5rxSrMebEt8QsJQ9ZFectHFff66ObmHJ3bixaOSEEWw8d+R9lzHibB6fy+dEneormucxVIHpzk2yKN+n0LLaHQtT/ZRFX+uGIKPfms/7mjzTkXUHXfXoke4xJWvGeDVVnraX7MIPb/zUzGjYEAfG4HvK5YPPn4Y1i9apVplE04YedJPSUViSHWjab7+ZcfvkdiwAun04GjfW6zKOIcAtUaNGf5miaQa1ykht8iRTSiIRWuQ4NBFQKYRavvO4078TgRHRuFQw/aHyP/Ga7KYgilHkg9JhVbxLrKrCVLl+L6K66AIyoa8czQ+9gKjctKxKwUZbgGzfkxXb1GEVKJ6C6iIhNZYQrOzqAOz0rCtXFu+L1R8Ea3xP+eehpFxVo3sl5J/SeVUJxFhsv69esxoH9ftEpJNlMrHOZx4Uea54q1TE1PNC5RZGqFiO4qOpVEomEV2RlJ+Do5Dm28Djiio9Bu/zYYM3as1eCyYtQPA6VM6j+phET5Fso8ff388AP3m9G4PrcH15O9/yWja9CPmXSG1ovpu48QTEQbjMrC1hL2slDUSKoHKw4j6OpfFeeB3x1r1h1+9n9PY+26tVZFqJ/ScEglJCHLRTJq1Egc2fZgxNJqyQy48HFSEHP0AVWaz0zgq6nyrAXPIi5ReRXhKqh5v9NSDetXwFU9R50T3GX7X3LHGF8+3D2qqrrvwCRf2T2fckVjSjXKQ0FWdQ9rwN2gMIHcXUaZJ9YnKmwIid+ZtLw/ZeMo68RDV6dd20Mwbswou3GtN/GTcNLwSGVz2YB1ZO23Xn8dfrpCXrL5OWT1QTQXZ6pwUuNILtY3EWEL8j+oqpQayq4h9ixu02X8gc+BuRkJpqtWvTwa4yJVd3G4e1RHFVD/Pt5dNlDNvcceppeofK9RZbqEluf5LZuacSu69sro5liUuYt8oWyCrxYuZZ3IzZlKzOoTlWEZKbiU1nfATUzTGn/ppefMV/6GTLY+k319kIZOKpYos7Ozp+PsM05BdGxLpHndeClIMslKxEx7mP8Whfof1a2Rirp/eyd68Zo31uinfscWhCxrRt8FfeJ34lWeowF141P8xprQN0WvcJ+0O/drXzhSUTevRvr2ooX0Ds/VuBp9/yOiUfr0V93L7zFdGnei66QacPcWW26dr2+QyqerYakaOq3uSXdH+GReaNqP2RlBfJoUh1b+WFrfzXHckUfSOhlnjzi3wV7/ZdchFWV8aUkpvv3qaySTUDw0s0/2OdGbLpCAHb5w/3u6NVLRNAjPeazpEaQa6Fb+up/YenrtL533oGrAWsvdG6Ep/57QrDEC9jHpg3R19I1ORVLRB4Cnt2iCqN13N9e2oGqgno7pC2t9JDiP13xFgorhOaFjUg2a03Uadj86peGSijXEXr2VQUzMktXmx8i0NFwe0KhYB+LdbrzywgsoLqp3PTtVkV2DVEJizEPqkiVLcM2VlyEmqjkSWUgPBf0Yx8KbrS5ntQxyjf6jLtH2kIosmA4khpa2G6KpC2RZyGrRsXl0U74N0FSvEqk0wue0ckJD8DWQ7VsSSOi69L0t90jpzOX1xze3vpSWXhfTwsy9UhXXqV6rcX00MtyH2Xyfj5IS0IrWVzTdOy3QN2nC+DIsN0DZtUhFYgJZ+o+Wyx+9eiAtKclMndfW40QHgnVWJlsI25f9L2p1SUXn65imKgjtv4mVW+eWv68q+oEkm9A5lZFKxZiKiElTKYSua0xLZqxNKiKQ8qRyrZ7LfeWf2zCVDRyJeDjz5kISqt/phNcRizdefxXr1q0zIG6ghCLZ9UjFSLlCKS4uxt333A5nTBQ8HgdujPdhNH1XfQezec/Qf4NotpdUzmi+iVT0NXHF2dfUo7N/hFTCqmYynJERsOZiZj5N5Tu8R/dtH48LsTExOKrd4ciekV1mnTRgQpHsoqRSThQsVxmNGDYcRx14CFz6+tnrwidJdIUyg7CWfPT/Z4K51SUVXSMC0ARI+kBP+z17NMK7XochZZGLZp67JKqZ+YgwdG1NkcpR9lQOUs2xksMyM0PX7esbhlofwmpmw6HpQVzq98LnikUcree33nzdfIqimewbNJVskl2fVFRSGzZuMIW2du0avPTic4gnqejr54vjXPgrI9EAXC5RGVjLuvt2PetFlVVWRdyem+If73pjy0jlGfcmUlHPS/nrxqX6cRUrduzum65Vd2/GXnuiPfPy4HKWyv2OTaTybZzbkJf269rxFUhFPUih6/YmqYyxSUXnDEj0mWku9+J+HRc5qWu5OmNddoZaWLIxpaAs8+LN5HhaJ044HS1x8vHHYuqUKWUY3VUYhfIfIJVyEjItp02ZijNPPBGO6BiksZBfTvJjWmaiAYHIxIwb2IW7ogV09bBo6gN9QayAaYhQta39Up2jfbpG4yh60KIYab5MjsNiHtMctyINXTOT+XYgLRtCyEw3oPlNRBi6XuSg54SeF7pnKC0ikNAzQ8fLn6Pj+qI6lCY9L3SsPqnSrHyaRlLUdztTiaFZ1GGpiTg/4DGxkzg2aG+/9yY2rNdyoruk/DdJRR9MlJSU4MsvP0NCwAsPTdGT6QL0zghiXmrQmKoaQxAZNFde4/BSOdfISxdIvUCHN2lsLBTNjaJuZqkCuRpiHv4+u7bOJKGoMVLDlN0qgDfpNqZ5PYiNaYbTTzoB06ZOMZbzLksp/zVSCYm811AwbOG8+bjisksRS6sl1e3Bw4keTGGrqHiBBihpSLtWUbTco81b2f+iaqJquStv0mU6sXkTM33lGS2a4H+uaHRMcJvjsizCXburqbFMjEUbwFR7fh/hRN3lw/j3HL+bDZYHQZ8XH7z/vmnIBDuRyq7k71SQ/yaphCRkuShQ1qNHF7RKTkZsrBMHBVzomJaIWTS1zWfnqSQZ+flp1gRR4QAW0f+iCgsK9IdcZU2unYjXkwJI8jvgjInGGSefhGnTpwlslu768t8mlfKi4i7Iz8e9t99mVnDTyMab4v0YTZCY7sAUfaBIAEVIJaK2mtgPLRJ9vJqdGcCg9GSc5ffA5YxGwOPCZx9/YqwTyzL5z0iEVEISakNkuYwdMwr775uJmNgo7EuX6MukBMwkaCLfEUW0vE6Xm8xGJpuuz6vBBCR53NBsbKeccCwWzJ8XQpT99z8jEVKpKCGXSJNvv/zCc/DSYvE7Y3FpwIuhtFpmy28OA7CI/vdUWOhPN/lMfaKgpWX8bnz1xWdlsxX+N7ydLSRCKlsTAWPypEk4+cTj4YxtiVZeJ95IjMO0TMVX1G1ozewfDnAR3fXUmiuWVit1WmYCXkn0I8PjIDaicPaZp2P2rFkGM/9xiZDK1sS0NvyvlH7xJx9/iKT4OHicDpwa8KAfgTWHhKL1VyKWy39Ds1M0jicOvTP8OMssH+NAYkIAX37+GdaXltrWSYRUbCrZJBFS2VI0GleyeNFCXHbBeebr5zifGw8HPZih74gIuOmptGBovezKg+b+S6rhA5qJzVqxwbJMp2YF8VKSD8keNxwxzXHeWWdj/vz5BhsRMimTCKlURwSbDRvW4/eOv2KfYAqtFjfa+VzokhrEXBLJNHu8QsRy2RXUmnR6aloi5rOh6JcexMl+B2LcLiTHBfHTN9+gtLTEAkZEykuEVKonG7HemLjA8tzluPuOW+CIagGfx4nb4n0Yo7WfNZuXcYnKk0ukG7q+q+keVjmZQLziZdb8xlqr+JmkeAT9Lrijo3Hx+edgwYJ5poXZsEEuz3+qu7gqEiGV7RWZu8wrDBk8GAfv2wrO2Gjs73PgSwJxRkaCPVw7DpO1gLaCudpfAcgRrR9qjZYOmCVepmjUdCrLj+XWl8RyiscDtyOa1okXP/z0vT0qNuLqbEUipLIjYsDF/zWxzuNPPg4vTeOA04Er7O5nuUQzCFAzQ7rRLQEd0Z2v+k5nBl3YmSn6ANCPKZkJeDoxgGSWZ6yzGS499wzkLFlmytpoRLYmEVLZETF9Q3KH7BnOp0+dgmOPOgLO6BhksoV7NdWHbLZ4M03Az1LN7m9+E8SR2MtOUNMtbOm0DJaDlGUi4lfPTh9aLSf43XA5nUiidfLrTz9ZZWyXdUS2KRFS2REJNVwhqAl0slo+/vADpAT8ZhrL0wIuAjWIWZmKtfjMd0RGIy7RTlERubUkhrUt10ckL4J5KsFnPv5zxrbA1ZddhMWLF6pUbY1IFSVCKjskFVmFYntEmD1nNi47/wJ4YqKQ4nPi8URNIxgksNVFmWD+RgK4O0FpoSgAm23/nZUZj24sjxN9bjhcMchKScYv7dubXj5ZJxGptkRIpTbE4pmNZkBUxw6/ID05ATHOaBzp9aKLvn7OjHztvLM0FJDV9pSMRDwRn4AUjxMOWSdXXIolSxabAHxobFJEqi0RUqlNMVYL/8nNXY5bb7reADfB7cTdcT6Mp9VizWCm7kv+pUZiLLWjZflq8lgz2QfpkibgSF8s3LExyEhKwO+dOkViJjUjEVKpCxFY1foNHjwIrTMzzLciB3oc+CGVLlCmNQJXxDItXW7R5hUiotuv1ngTdRdb0xPMYh5PZn4/Gu9BPF1Sb8tYXH/15Vi2bKlKySqsiOyoREilLkSkEmoFi4uL8PQTT8DtiILX5cHVAReGZfgwMy1oWSxhKkdEt1etXh3NZj+XlolczyN9LrgcsUhLDKJLl05mgi6VTMRIqTGJkEqdi43eCeMn4Nh2h8EV60CWz423kz2YnqU5W9QrZPVOROIu1dNNPTuyTviX+aj1nSbR3Xk0wYtkt74ojsENV1xJlzTXEP16Foc0YqjUmERIZWeJmaV0w3q89+47CHri4Ha5cY7Pg/7piZiZod4J60O2cJUnopUp80t5RiJRQHZWRjw6cfsovwMOpxNpaUno2eV32zKJjDupJYmQyk6TDWwlqcL1nLmzcNG5Z8IR0xJB+vrPBAOYlpVoKoqJC2xReWpHKz5Hv6v67OqcW5O62XNJKLJONPH2RFon9wf9SHTT3YmJwvXXX42VK1eSzNUvFyGTWpQIqex0Ib6Z51i/fj1+/bE9MlMT4XLH4DivB91S4zHPtLwkGVUYEUxazc3oHxpJquVI9OGcPikIBTbV2mte3pkpGlujiqr1fuJNsHMO0zDXxCm0GJhmj6cyjcZ1073M9boXn8P7mYmszPy+WgnSIkkrML3JVamYtm2pSafubQ8mnMJ9U6lKTwf+PkoLxsVGoU1WFnp172HyOCJ1IhFSqS9itZ8bsGzxUtx83Q2Ijm2GeLaydyR4MSkjFXNSrEo0lZXfVPpyFay6GqrEIgFVwrm8r8hifGY8BtNl6MpK+SWf93JyHB5ga39dwItL/B6cF/DgNJ8Lx9KaOtznwFHUk7xOnMkKfCFdt8v9XtwY78WjiX68lRTAj7xHL5LPsMwkTMlI4rMS6JIEMV+THfHZGi9i5p8pl7YqK9MrgtVnDyImxU7G8973JviQ5PLC5YjG7TffjOW5uXYOR6SOJEIq9UkMsWy05jcd2PdP7JeVCYczGgd5nPiOFV1Lhqi1n2rUIphsQzbqltaHi7YVYyqc9Z2RLBHzXQt/z2Glm5meiL/Tg/giNYB7Evw4jRbRAd5YxLljzYqN0VHNERvd3FTKgM+L9NQ0HHhgWxx51PE47oRTcdLpZ+G0c87HeRddgXMuvBSnnnkejj/lTBx53Mk49Kjj0LrNAUhOTITf5TbrVsfQpYumumKjkeR24FAS0PnxbjxF4unEtI9lumdmBjHbHpBm9YBpXhprVr3QoubhrBlZJsqL+TynE+9zGAnPyXTvk5WGfn36ln2TFZE6lQip1EuxA4jFRUV49KEH4YhtDi8r43VxPoxii68KKGslOzWJLbSIxHIDZpMo5MYYsjEkEo9JrLDf0TK4Ks6N/WhVxLmdcJKooqJaIM7rw+Ht2uGqm2/HK598h18GTcDgWbkYk1OMCQUbMHElLF0BjC8AxuYBY3I3YvTyjRiZswEjqP/kbMTwZRvxdw4weJmt3B64BOi7qBTd5xTil1EL8G7Hv3Dns+/hjAuvQdZ++8PlioYzugU8LhcSPS4cHnDggQQPLZsgprcKGqtmpr0kikWWm1s0lrUWwOSMZFpzHgS8DnhaROGu22/DihVMrB2IjQRj61wipFKfJVQpJo4fjyPaHmxa/VYeNz5I1mRQWvvZ+o7IskrU26GYRTJ+TAviKrpN+3gccMfGIqZlDBKDSTj9vIvx7HtfofOwafhnSRH+XbEe/+ZISzF6WSnGLVuH8ctKMGHZekzivonLSzBp+Trzd+LyUkzgvvFLed7SEoxZug6jlqzDiMUlGLaoBEMXlmDwgnUYOH8d+s9bi35z16DPnDXoNbsYPWevQfeZxehC/X3mGvw+az06zynFDxPz8Uqnobj2kVdw8NEnwuvxmEmv/I5YHOx105LyoifJZHaGPY0EXSZZXSLQmSSf9tx3KAnJ5XCidXoGBgzsb2InESLZqRIhlYYi69atxdtvvo54s/azA+f5HejPCjafVsuorDh8kBTAqXRX4kgkrtgoJPjjcOZFV+L1Hzqjx7SlGEprYujSDRhCAvibBPAPyeDfJSQHEsU4m0Cm5JZgel4pZuStRzYtlVnS/PXUUmTzr1THp1En55JkSDRjRUgkmhG81zDqEN570IISDJxXQnJZh75z1uEPas/Za9Etm4SSvRYdp6/Br9PW4KcpxfhhchG+nbIG38woxTdT1uGtftm44YVPcODRJ8Pt9sDjiEEm3abLaWn9QhLJzkzE+MwEWic+BDx012Ka464778TqVavsfnorvyKy0yRCKg1FQlbLnJnZuOD0MxDndCHd78Thfg+SSCRetu4pqam47I4H8O3g6RiwsBQD5m/AgDmq4Gv5ew0GLV6L4SITWRqySEgIU0gM00gQ2SSSWQXrMYfWy7yV67GAunBlKRau2qTz+XvOilLMLijFTJ4r8pnCayfR2hnH+43ifUcsXkfLZV05q2Ud+lF7zxaxyGIRsaxBxxlr8PO0YkMs308qwjcTV+OziavwyfjV+GhCIT6cXIy3x6/Efd/0xZFnXgZfwA+v04s0n4/v7aEb50C7Aw/A4P4DDY9YXBJhlHogEVJpKBIy67XI2ccfvI+s9GT4Y6PhczlxxuXX4cv+49F38UZ0mbsB3WcV4w+6Hf1IJv3nr8XABWsxmBX9H1opqvhjSQCTZJnklZBMLItkTkEJiaMEiwvXY2nhBiwv2ohcafEG/l1vdBn36/ii1esxn+fOXlGCGbRepubzfrRyxueUYPSSUmMF/c3n/bWQZMbnKw19mJZeIhXq73SDOs4oRofpxYZYfphCa4XE8tXEInw2gaQybjU+GFeId8eswlujV+Gdievw7oRi3PVxZ7Q5/Fi4Y6IQ74rFiccejb59+9p5swHr9dfOr4jsNImQSn2XkIWidZ4ffuhBmvyxcLdsjH2z2uDBD3/Gz2z5O85ch06spN2yV6PnzEL0nLMGvely9DMVeh0GsXIPZSVX/GMMSUVui0hAroxFKLRKVoXIZAPySSQFazZi5bqNKFy7EavWbsAK/s6n5hZvRA5VxLKA18ymZZOdv4HWznoSleUO/Ut3SK6QiGwg0yBi6Tt3Ld2gtcZa6TprDTrRWulAF+gXksqPtrVikUoRPqK18sF4ksrY1XibxPLG6NV4eRT135V4ZcwaPDNwEU6/80laLz54WuyFVilJ+PGHHwzhhvIrIjtNIqRSH6V8xSgsXI2nnniE7k003FHNcEDbI/HM93/gR1bKH1kpf51chN+mW5W0C8ml++y1dDVYiVmB+8+j6zPfinMomKoYylhaExNJKIqLzKSVMZeksHDlBixdLYtkoyGP1SSSYhLK2pKNKFkPrCsFirm9mvtWrLFIJ4fks1gWC6+fLVeI95IrpEDvaBKXrBUFbwfJDaL+SReoj2IrTFc3kopxgezYyo9T1uA7vsdXkwrx+cRCfExC+VCWiiGV1XiTpPLav6vw8siVeIH67D/UkUV45u/luPDJ9xFMTIKzZXNkpSbht19+RknJOlosVh5GCKbOJUIq9UnKVwC1ut9+9SVS4+PhjGqBrNat8cjXf+DraSX4WjEIVsLv6Tb8wkqpytmZlbQrrZYeZaSyjhZCCf5aYJMKK7lcHwVlJ9GqmJa33pDKPBLKwlUkFVkptEBkocg6EYms22C+JqBbAawp3YiiEmAljxWQVOQeiVQUf5lNa8eQColqfM5605NkSIVEFo5Uus9aW0Yqslbak1T0LiFS+ZSk8hFJ5b1ypPI6SeWVkavw4sjVhlSeGb4CTwxbgUf/KcQjw1fhrAdfgd/vh7t5Uxx92KEY/vcwexRtZCRtHUuEVOqTmJaVtXjatKk45cTjEMsKEheIww0vfITPp5ayBS/CpxNW0U0o3EQqU4uNpdKZ7k+XCqQi10cVeshCBU/t3h5WeHUPT1VwlkQg92XeylIsWlVqrI+84vW0RtbTKtmAIloma6iyWgqpK20rRXGWHBKKrlHgVj1EcqUmLy+hpVJK8rJJhc/9i66PXCCLVOT+bG6pGFKZuolUvphQiE9ClgoJRe7PW2WWyiq8MGIVnh2+Ek8PW2mRytA8PDh4BR4cUoh7+y3C4VfdD5/PDW90c9x71x1YuXKFnbfmT0RqXyKkUm+EoNeKdx9/+D7iPS54WCkOOflsvPbXLHwwoQjvquUWqbDCfUlS+XpSMb4nsaiV7zCtCJ2mF6ELK2p3VljFLfrMtSryAMVUFqw1gVMTqF2i8ShWl7BxgQpKSSylprdnCYkip9AKyuaTXApIIgX6SxIR2eRSc3hsaWEpFvLcuSSjWbx+eihQS7IaTfdnpLqX+azBCy1CUUxF41Z6M1097JhK52yRYTHdH8VUQoFaWiomUFuI96nv0FJ5i8TyxuhCvEpSeYmk8jxJ5X+0VJ4isTxOYnn47xW4b8hK3Dt4Je4etAL3DivGJR/0RVLmfnBEN8PBtPCGDB4UcYPqTiKksrMl5PcXFOTjxuuvgSs6CvHxQVz9v/fxzoR1eHNMoWmp32fl+nBsIT4et9pUPLlAikP8SEtFwc7fZtguECusKq6CosZaIbHIWhlMF0juyAiSyihW/LEa0EZimUpimU5LQ13Eiq+YruRV6uGxYiZL6BZJ9XshVceNy8NzdY3cKBHKON5P3dTqrla3tayjv/hckZrIrTfT08tYKZbr04np/ZWWSnum//vJxfiG7/PFxGJaKUXGSnmf7/nOWFopVSIVkgmtlXv+KsCtf+XiFm7f2nMxDrv0FnidMYakP/ngfTuvI+5QLUuEVHaWqN0kxM2/M2fOxBmnnQ5XixZIydwHd3zRE6+NLzExhDdGryKxqHKtwnusZB+OX41P6CJ8IWtlcqFxG36yiUVjP2StdDNu0Br0ErHMDRHLWstiYWUfvngdRtpdy+oGVvfyVBLDjHwFby3rQ2NRNGZFRKO/CsZKRSShQXBTctdhAq8tG6MiC8UQigLEVkxH3dq9aTUpLbKi5KJ1opXSQYRC1+cHpl2E8nVZz49FKKGeHxOkHUXXh6Ty4oiVeK5cPOWRoSvxwFCSigiFertIZWABbhq4Ajf8tQI3DcjHcfe/br5h8sdE4b577jRLqESkViVCKjtNNq7XP5gxIxvHtDvUdBPv1+5YPNh5HJ4bXYwXRqzAi6NWmAr1xiirgqnlfl8tOSvep6yAX7IifkP9bkqxiUv8wooqC0CWQFeqIRZaB4plhFyhv6gmxkI1o2oXKwZiDV4TQWhkrVyjKbRA1E08bbmsEZIOVftFQBNJROrlGUsiGUUiGUHXSgPehtDdEXENUGCWz+k7t8TqRrYJRUP01fUtq+pnm1C+pbX1Nd/lC+on1A/4foZQqCLT10gqL/+7Gi9RDaFQn6SV8hgtlIdJKPcPKcDdJJQ76PqIVG6h3kRiuY6EcvWfebh28Gqc+tKPSEhKgT8qCrfdcI0Jgkek1iRCKjtPNmLxwsU47vDD4G3RFFmHHYu7O4zFc6w8z/yzwlQgmfuvsIWW6a8W2wwEE7HQPVCL/iktFkMsCtrShZDF0kGuEFWVV9/aaARrT1ZouR99SSyq7Kr0ck006lXBVI1hGU5VLEQkIdV4lrH6Hsi2aBTg1XD8f+k+KeCrkbOyeHStXCvL1VljBrr1o3Vk3B1qj1nFtJyKSXRM03QrfXJ5NDbFEArT/zk1FJy1enwsy+x120J5aeRqPM+8UL48TStFbs8jJJUHZaWQVO4aXEBSkesjQsnHDSSUawbk4ao/c3FlX+rAQpz4SnvExcfDTWvw3rvvwZq1a+xSiEgNS4RUdpbk5uXh9FNOgSu2ObIOPgq3/jgcj49cg8dYYZ5ixXlWxEJzX620iOU1WitvklRU4d5TfIWVUIPEPpu4Gl+pi1mBW9ti0dgPBUFViU3wdiathVlWJVdl70d3RC6RsVzs2Ie6fvVdkEhCQV0FWivq31Ke/zctEmOVUP+iZWIFY0PdxpsGuWlkbxeSiQglNIK2PUnlx6lWPEiE8qXp7Sm24yiFeIfvJwtF7yoyFamox+c55ofcniepyqOHjJUit6cAd9LVuY2EcjMtlBsHWFbKNf3zcCUtlUv+LMBF/Vbi4v4FOP7Z7+DzexHTdC88/+xT1mA5uzwiUmMSIZWdIZrB/cnHHkXA1RwJwSRc+nYHPPRPER4cshKPDrUCkOoy/R/N/Of/USwhRCyWxaKxG+pu1VB2EYsVY1GXbJFp/fWR3k+suL9O18C4ELlYXc4aI9JzjvWRn7Fe+FeWhXGPNKxf3wmRJAaSPEQUUsVHNIjO/JVFQhUp6Rp916PxJ3/QzZKrJTfHdBlTO2UXoeP0QpJJEX62rRNDJpNoYVE/Y5o/ZvqNhTKm0LJQ+H6vk1BekZViB2afZR7ISnlyGAmFFoqJpSg4S5fnLptQ5PbcOHAFrid5XEO96s98XNqPpEJL5aK+OTivTwHO6Z2DQ255Gr6YKCR4XejWtYuZcS8ULI9IjUiEVOpGrICshPmLbr93RFK8D16HCyfc8azVczF4pQk4PsgK8ygrjwKRT7MiaUzGc1QRi4apv0a1iIWuEPV9ugsfjaP7QP18gkUspmeIFViVWK7Gr9NELup2trpy5Rapl0jf4ciiUMxDKgujD4mh72zr6+J+FVTkoeNSnatveXS9YjciEw2+M26OiZsU4xc+sz3JTQT3PdMhN01pEwF+Or7IpNt84zPOssDeHF1IQik0BPqSLBSNnqW1JgvlKZtQFEd5gOSrwOydtFJMHIUWiqyU62mlXEu352paKZf3z8cl/XJxMUnl/D75OIt6dt8CnP7bDGQcdwHzvjkOO+gAzJg2zSqdCKnUlERIpW5kE6nk5eXizNNPgaP53mh92Mm4qdsM3DFoNU14BRzzcC8rjHo0HqGKWNR1+vQ/1tB0tdovsaK9SmJ5gy25WvWKVsunE6wuZ1kCIctFPUTqepa1oHEhGiwnd0S9ReqGVmDX9BqJaGztYVQxEct1sratYzpPcZKudqykM+8jwupIt0sujnqiFN/5wXZzzBiUEJnQqjLf9sg6GSvrxCLIN/k+ppdn5GrTy/M89X92DOVJWm1yeSxCsXp67hwkQsmnhZJPC6UANwxYgetooVxNvcJYKHm4sE8eLuiTi3OpZ/RZjlN65+Lk/oU4/O0uSEhOQ1xMLJ55+olIj1DNSoRU6kRs89pMbv3LL3C1bGbmRDntmc9w06B8E2C8TYFGVpa7qBp38SBVwcjHSCyKI4hYND5Dlc0iFiuQ+RZb9rdJLu+wcirI+QFb/Q+pcis+VUU25FJoB3NJLrReVOFFMBriL5IREXS03SRZGeryFdlsUhGH9vE8qSEky/rRtbqH7iWrROSl54hITMxkojVY7zOSifVNj9IY6jK2B7fJtaMaC4WkoiC13lWE8oRiKMyHh2jBWTEUEYpcnk2EIpfnWlomV/9ZYOIol5FULiapnE9SOZd6du88nNGbpNJrOU78Iw8n9spF2lnXwRPTDIcecABGjxplF1REakAipFIXErKsV61ahQvOOhPOpnujVbuTcGXHKbjur1VsZWnCDxC55OF2koshFqoslof/LjDkosqlAK5cgWfV3TzSCmKGgriyWlRB5RLJclHQU9aAKrK6auUafSllRf9GJMNKLytC8Zcf5CqRDEQ27acWWkqXKbzqWKEJtsoSkVvznUbE8j5fU2WR6Bl6nrq9P1EaTFpIevyr9L2tsTdM72uKnTD91hgUe2Db8FWGTPSuj5NQNbjtARKKiFYjZu8QAf+1gi7PChOUlctzDcnk6j/zcQX1Mrk81PPp9pxTRih5OPmPXJzQMxdH98zBkX1W4tA3uiKQGA93bDRef+Ul8xHitkQNw5w5c5CdnR1WNd5o+fLlZV9L70xRAxZKqxZO214J3UPvVUWJkEpdiUA2cfwYZCUH4Y2OwuE3PIKraJZfa7eyNwzMM4HGm+3Ao8x7tcqqTPcbcrGtlmEFJtai8RqKN6hnRAHNUCBX0wSY7mcSiywBWS/v081QMPRjxV5IMrIaPldwlyoC0JQDX9OaMGQz2SIckcS3k9Xta3X9hlTHzGA1nmcCrrYlosF4n/I+ur+6u/U8jQBWzEdpkCWlNMmykoUVipu8SKtL1pd6u4yrQ3dPZPIY3/PhoQXm3e9lHljxE8s6uYn5YwiFeSdCUVD2yn5WYPYiWijniVD490ySyem0TE4mmRzfczmOoR7ZfTkO71GAth2ykUBidzVrgssvuhhLlywpK6fKRG6SPlpkNdmmOhwOvPvuu1izxuq6ri2ZN28eXnjhBZx44olYsGCBvRfIyclBTEyMScujjz5q762+xMfHm3s8+OCD9p5tSoRU6kSI05KSEnz60QcIxMYiLiEeJ7/0Ey4fuBJX2HEAkcv1JJcbB+aboONtVLXKd4tcqPcpnsBK9ggtF7kDconUmstNeI7EInLRuBa1+lKrC9rqhtaYj1BgV6NyZTV8oF4XW+UqacY1jWj9jIQgwgmnIqPPdB5V3yB9wvtoQiW5W7qnrCN1d+s5IhEr+GqpRgaHXBxjmTCtSrfS/wyJ5Klh1geClqtjWSfmex65OyTa26m3Mm80sE2W3bUkkmtEJsY6UVA2DxeWWSi5hlBOo3VyMl2dEKG067Ech3ZbjoO75+LgHnlIv/oh+KOao80+rfDviH/KyqoyKU8qb7/9tr13S5FlcMkll5jzHnnkERQXF9tHal7eeecd8xyfz4f58+fbe2tOQqTy8MMP23u2LiTlE3n+5hIhldoRzTH71BOPwRPdAkmZ++K0zwbiEpKKKoPMdsUDriapXMsKcwMrjlrjW2m5qDJJVbnUS6SW+yFWvEf+VvDScoueZqVU97O6Xp8fsRovjLRGoBr3iFbBqySY12W9GAuGBENi0SA6fbAnfZcWhfT9sUX4gH/L1Lgtm6uIQ5aPgqxSxUZ0LxGIVPfXc2QxaTSsnm91DzNN1BeYvuf+WW3I5CmqLJMnqHoXvZeIUwPa7pF1QjKV1XYr39+MlFXeiFBIwFeZ+IkIJY/ujghFFkqecXnO7J2LU0kqJ5FQTui1HMeSUI6gHkor5WCSSptuudi/10pkPvwp/C4nkuL86Natm11SlUt5Unn11VftveHls88+M+d5PJ7NLIhZs2bhjTfewCmnnII999zTnBMXF4dbbrkFvXr12iJofNddd5lzkpKSMGHCBKSnp6NRo0Z49tln0bhxY3OsvJ555pnmOlkqsWzAtK+ipTJu3Dg899xzaNeunTkeHR2NO++8E71797bP2CSVkcrcuXPx+uuv45hjjil79vXXX4+jjjrqFW5HUTdJhFRqR4qKinDrjTfCF9UMqfsdhFO/H4Xz+6/CBawI6qm4nK2tyEWm/DUkl+tYedQq38zKpAoVslzuGmQN+FLFs2Iullskl0HkopiLibtQnxtuxSlM/KVcDEa9R6+NWkk3xOqeDulb+ngxRAzllcRhdLP9FkkZ8uB9XpVqZjaqur5fkhoS2TTWRN3jSltZAJZpNiNjqXqfe82Qe6ubWKpgrEbImvEn/CvLJEQmyq9LmW/G3aGFci4tlLNJJmfQOjmVZKJg7HG0TI6mtuuRQ0LJwUEilK7LsV/XZdhHlsqzP8HrDyDBHYvvv/3axCG2JuVJRcQQTlasWIH27dsjISHBnPf555+b+yqedu2116Jp06b48ccfNyMPuUivvfYa9thjD5x++umGEEIit0P3admyJT766CMzJEH301gnuWoffPCBOS5LZeHChfZVMDGQQCBgjj3zzDNmn44fcMABcLvd+Omnn1BYWGj2635du3Y15ycmJpo4SsgNrEgqixcvFnEgKioKX331lcF1SGShMf1DeH4B9UPqntQIqdSWrChYgUsuvBCemCikHXosTm0/Gef8udq0rOfTXL+IlULjKmTKX9nPcok0iOs6DTu3LRcRjIKUCuaqFVfgUp/9q1ck1A0t9+FxqiwAuRSGaEz3rFQjUzX+wyIa9SKJAEIuk6ZsFCmIHCy1RrWGrA0d26T6LWtIVhHvR9V9NZxeBGLcGlvVc2XFSqwxOCISy8WxYkaKHYksZZFZvTrWu4pUrx8g642WnLFOSCZUK3aSa3cX5+EsE4yVdbLJ3Tm6Z64hk8OobWmhHNQth2SSg1YklDRqEl2gtJd/gychEX5HFD764L1tBmvLk0plKusgNTUVZ5xxBiZPnlxWORW8XbRokanYIoSQaFuE06NHjzLL5d9//7WPbiKV5ORke9KpzaW8+6P4SkjCkco999xjnnHrrbduETvS72XLlhmrSmtOhyMVPf/5558395BF9Pfff2+hTO9tPH8WdTH1HGqEVGpLtDDY7TffaCYPSm59EE74ZiRO67fK+P7n9FmO86jqAr1Q5CLLhXqlcYnsmAsrlirYjdSQBaOuaLXodynuwhbeuEespOqO1piOh+kiPUpVZX6clVoVWySjQO//aClIZdGY6Rmp6spV0PQF/jVKC2MzDe3XeYagrOtC91JsRPd/SmpiJCKRlXiEqvQoXVLFh0JEYsabkDgVL9E7mS5iWmmmV4cW21XUK6mGTIxlQjKRdcK8EiGfRSI5jURyiu3qHEdCOTJEJrRSDiaZHEBtTSLJoqb/TkKhxnfPQ8LTP8Ljj0eiJxY/fv9tWaVVddq8yllSnlRUmasrsgDuvfde48rsvffeyMzMxDnnnIPbbrsNN998s7FUdO9R5bq4Q6SSkpJi79lcqkMqOke/H3jgAfO7vIhERHCK/clyCUcq2n/IIYeY3wcddBBeeumlLfSwww77kscftfVYaoRUaksUU/nf40/Q/YlCQsZ+aPfhQJzYZ4Xx+0/rvZzkstyY7+eywohcLqJe2seKGVxOlckfco1MQNeQi6UaUXq7lJXyTrb0d1GNFUO9X0RDwnmQroWsA1kzj9JSeNQO+D5OMhDpiAA0yEyfB1jEo226KsatspXbTw0rsFWD8+zgqq2P2vcXgRhLxLaipOoiv1vpE4kwfbcZIrFGw4okrW92LOvMxJdsN+dSqiw4ke0FzBORibFO6Oac/sdyWibLSSZ0dfhX3cVHyNWhHkJX50BaJm2o+5BMMrouRXKXZUggoXg758DRLRexD34Er8eFxHgfunfdFFOpCqlsK6ZSUTp06GBIQ5bMlClT7L2WqAJ36tSpzFKpDqm89dZb5nhVSEUuj9wvBZHLuy2SvLw8tGnTBk2aNMEff/wRllQkv/32m4nlHH300Zu5aSEZPHjwZTxfLtBQ6gHUCKnUlqgF+PzTTxCIdsCf4MPB//sGx/YuwLGsEPL/ZbafqopCYjmbZr26ROUWXdx3OS2X5YZcrvhTX95aQd1ruK2P5iyCURDT6o5WRZWaAC8rsOUmWYFP00UtNfGYkFpuiAaX6ZsaQzplWmCpISESBomjTGkBKZ5jBVdFIAUkD/VSqdcmZImsNCOFpbeT4OS6hb7TCXULK/BqhtfzPRSovpKkohGxItJLSSaWZZKL8/jb6tWx4iYn98phvuXgeKp6do6iqnfnsO45OJh6AElF1sk+JJLM35cjuetyxHHb9ftStOi8HE07LUHMZfeT5FvggNb7YPSoTS5HbZCKYi2KqehaxSREBupyfvLJJ3H44YfjtNNOM93QOv7nn3/aV22bVORyKBjcvHlzPPXUU+jevbvZH45UZIkpIK13UMxHAVzFZJ544gmzLyMjA//8Y/eC2VKRVHSPgQMHGhdPz7zmmmvMPd577z3ccMMNirVs4Pl/U/enWhIhldoRMf+kSeOxb2qymTCo1ZUP4tBui3AkK8Mx9PmPVgVhS3sSW1zFBjRgy1guJm5gdZWqtdbALsUULjcEk0eCyTXkct2f1sd0N5JcpDcNXEkl0cgaYAVWZdaoXRGNAr6aKkAjU2XRSEUC0ntJBPpQT3rfYKtbV1q2bR+T3kMVYcn9EnnpvmVBVjNSWC6N5dYYa6TcgDWrS1gWiYjEIkwR5yX8e1G/5biAqvEmJgBrk8npJJNTqCYIy3w6hnkmV+dwY52oq5iWCXVfkkmrbrROSCIpXZbSOlkCL8kkpvMyNOm4BI34t/G30+FqewLczfbCFZdegqVLl9olVTmpqEKp0g0ZMmSzHp3qiCwE9QDpHmPGjNlsYJq6hLVfg81CcZfZs2ebfeXjLBVF9xw5cqQhGAVSJSLAESNGmGvVU1NRVq9ejenTp2Po0KEYO3bsFpZLSEL3UDoqiuJEep6OK1+WLFmifDzZppJNEiGVmhcRinT16lW46Nxz4WzWGImHHovDvh2Htr3ycQgrQrsey3A0K4daXcUFTuqpCqTBW1Zl0shQtdTnUdVyX0hLRkPRRTBq2a/oZ7lHikFI5Uao9VccRvOLyF0yysptiIbEY1k11mcCITXkQ7WIYRMRSUPHjPJaqa4RacmN0T1vFnFwW8/Sc68fQGuKfy1LRPEhkiE11INjiITvoV4cY5Hwr97Tipfw/UkmsuBO7pWHE+28OZp6BPPrsO7LyrqJDzS9OsstV8eQSQ6C/BsggTg7L0XzTkuxBwllt46LsVvXfDR7oRN8CUF4nbF4+/U3sL60xC6tiOygRAa/1ZWo5VNL16VTZ3hocntd0ci8/30cyIpxEEnlIFYOdXuq1T1CXaGsOOrFUPBRLbNa6NNYwc4wX9ySZFj5jAVjSMYKYBorhi299DKquqgV5FQlVmWWRaPJi1TBrxPhUOV+SEMWjiGEKqg+4DOq7l77XprHRPfWc/Q8zbymZ28iEYsENR2Bvh7WYLULqHoHkWUZkehdDZHIKmEeMB+MiyPyNXm0HG1NntlBWBLIvtRMkkhqlyVIpFUiMnGRTFrQzdmDhLKbIRRqJ1opvy5C7KmX0WJsjiMPOQjjx421CikiNSERUqlrKSgowAXn0Fpp3gTBg49A6+8moVWPfBzACnEwK4Z6K1RhDqcq6Hi0sWCWsYXOMZVLgd0ygqGq90PkogCmXKSQm3QRK68qroKcqsgiGblMcjP00Z3cDrlPxoUyJGDFNGThKBhsqRU4La/WZwXlz9F11j2snho9J5fPk1okIpVVJWtEaVMaRSIKSocGqxmLhHoy300Wid5V76zg61HMB5GJ4iUhMmlDi0Qxk1bMtwz+TWXeGTKhq+PqvAQtSCh7hohE1slvi9CoA12f3wvQ7LmO8CWmIyHWiRde+J+Jd0WkxiRCKnUtG2mt/NGzB1IT4uCmtZJ45aPYp/NCpJFMMrtZFWU/0w26HId0yzXWi1RdpIZkWMlCBHMiXSR912ICvFTFYUQyUsUh1EsSIhu5Fuo9UcVWz9IltHjkdlzK/ZfZKktiMyUplFd9rBdSY3FQ/9/elcBJVdxpBvCCmenj3X1OT890D4ccQuRcUZR4rEbUnKvGNYcbzWp0TTTxIJIYk5i4uhtjEsWIIsghojHGi8T1IGrUCIIMzAyXKLciBBUD+O33r/d6aMYeBGFgBurP7+O9rurpd9X/q+9fVa9Kunnld4Q0vvjEO2q6AYH0YBW6fk9n+ukSvj32Ds/LP8dTGNqdRMhANQn1fBIRReK3k4haE2KV8MYnkrW+KiEkxBFVUkNkSCTSo+Nya5BMKu5fjUOERBRIKNNWofPUt9Bp6gqU3b8O3W6fDXvYyfAilRg2eCCWLFnEpyJrMOtZ9veSaVLZHyb9/WPHXoeUWQE3kUL8mvFI//FtZOgUNXSQ3IOr0JPo/YdV6BsQzIDAuaS2lkFdw+h0w6lgjiEkTBIUepHkFf+TiJMffUcRjYyFKRCN317hqwQJO3aAIh4qnYAYPg7J8yHfE/ihiz/ORkhMTTXANDmedJOLmlID00h6orCUEuE5FkhkhDS4FtQI4Q9W81HoxenDe9DroVXoQUjXcDXJxA9xVsEhIgx1jiA6qzCnCNOoTESdTCGhkFS6TnoTkS9fgRgJJR2z8eQTj6tn0WrLrLZPY5pU9pdt2LARo089HW64G9yeR8G78VE4D6+HR1JJETKmopaOU8d9gfRoyPByIZn+RSSj2mEI6U4VopFh6eKkI5SioePSaY8jJKSQniUZ16HCpwCqIVjaMQIUSOjjeOdjafJd+ZuTHiWJ8XdOpPKQQWgSoglxSHtIgfBUbw23cn6iROR8pW1kECFqZCDhqxGSyEPbR79KaFNLZHkPZNBajHCIKAmk+3RRJauoQAphDvdJIp2KMYXkMnk1ukxehcqLb4Fr24h2Pwy/+Lk/3YHmkr1umlT2l33Ef+vW0sFHHgs3dDjMfoMRuuUplM9Yh9D0lbBYA8e5TVCxSC+G1M61D65E/qGVqsZWJMNwyScZaYtZpwZ8iYMKBj+8DkOYNoT7EkoMJyR0EsIRHMuQo+DwohqkQViB+0JArUPaPKg0+Hvy3eNIHkIYghFMLxDHcB5Dusvl2H4oI2NIeG7cVyqE5yzv4vRjWm9eRy+qMrmuOlEjvOYaokqFNrwPAZEYJJGKgEgkrGlWJFMFQiABiRQI5T7uE12YFrrsDlgJG0aoHFdfcSVkNUhtbWKaVPabqZXyPsLSpctw4ohj4FYcDrvPIBx2859Vl2eX6W/isPvXIERZHw2cKk4HS89YqcZeSHuCdJ1KQ6UM8OrFml3aG/qIoxLisNLVKopGVIC8/6LaZgSBk0vjp4QcohoEQ0kKQgZCPp8EUUUyN4n/t/7v+MrDH9GqRrXy933459JXIF2/PM9eRA8ByTH/4BoSpk+caV5ngtcsvTcW9yuJIxgWdqUyKRMiUVjdTCqSVlYglQKxTGbIM3mF2naethaVl94GLxlDojKM73z7Qvxzi/+OD8u62mrbq6ZJZX/ZNurubWoo9EdY9sYbOOuM0bArusGpzqLy6nvQZcb6ZkkvOHTaSnR/YAVVjDRIroJNgpFQKUGkZ6xR4VKWEOcUsqkjFNkQvQkJnaRtotBGIyGUEM9RVAkCab9QEDIICKGQtp0cisDfEbUh+dIb05+Q3xXikOMIccgxe5EA5RykcVXOKR+okGqevygRCfWERDxek6izKAmkOxXa4bxOP7Txr98nE94P1U5CwlAkImRCiDohmZRNErxFdbICZfetxKET3kD47Kvg2RY8I4Jrr/o+tuienrY2TSrtwWRgnLyGftklFyMWrkAsZiP89bF0qrXofP8KdJ66nM60jg4kXaPLWfuuUN2lMjq0nM4XpnOKQ7p0UKnh44SQTUocl46cEScmhHCk10QcWxy8B7cFqIZhph25i1BEEUD+vo6Q3xXkeGyBEEean9P8TpJbUVpybp5SIXLeK6hEVqAbSeMwXktXIYxmNSLwScQnkgJ5ELJPFeKD94Qk0gwSS6cpa3DYuNkwTvwqYpEwqng/J4z/Pe/zNnWvtbWpaVJpT7Zt21ZMmjgRmXgK8VA3GEcfi+63vYiyGW+jy2SSyRQSjNTIilwChxM1w5pdtopouC8NmJUkmyi3Bh3Y5tZVzkx1Q0gbhbTVJMTpqXKqROnI+zFEdTEeDBB8Lv6O/I38bZqhi6gN6daV35PfjnErvTKOkAePHeW2kp9lVKuc3yFEZzlvBSGPAEqVyPUFJKLA7wgmc79AJIo8SuFNdJmyDqErx8OrqoNVWY7hw45Ww+F1i+w+M00q7ckKw/mXSzg0+jREyg+DIyvqffUa1uJ0mmlr6GCrfScjwTTX4s0OKWBa4KxlKm81HXg1uqgGToYEdGjpfhXiqaCjVzLcEES4HyUktDKFDIogn02ShWwlXyCEFSGkzaeCKOd+dx7nCBKHHKMLUcb97efF8y46t2bw3IVAytR18bO6NgH31ZYI2kd2VCRvoWwiQ50g5OlCUjnsd7MRGnUO4gx1ZAzQ2GuuwuY2niNW28dMk0p7NCEW6Z144IFp6F2TUVNQ2jW1CF0+HoeI8wmZiGK5bzXKxNkKtXkRfEeVLSGOW1ADgoIKkP1iB1eOv/1zGT8LVDpJozhPQUhjB+Igio5TOK5CcC6lzlUIo0yuR4hEkUeAIhVSFhCJgpDJxDdJKstJKGtw+PiliHzhcsRdC2b54Th55CjMm/OaarNS0Y5WKfvSNKm0RxNS4XOgL3ykphq85cZfIGEbcMJHwK4biPB378Yhk+lYlPqqcVJ1nXLLGl2cU9XupZxXNXASgcIRYvHJpwVaEkIpfOzvShxnhzRCnRu/K8RRjGIFQpQJiRSDJNL53jfR6V5e8wR+X7aTVuPwcQ2I/tsV8GJxuOXdcVTf3njiscewdctWfLSNd2/rNhLL9lnWtO0T06TS3k2RC0nmvU2b8PMbfoJMKgGv4gjE0tUIf+unOGTCYhLEWlWDd5koTsmwoOCgKmwQ7OjEvirg/sdAciqZXgry3QKCtBbH2QFFpKFAsthBiUg4UwBJQ9BpAomkGSvRecJydCaZdPvVy4ie9k3EHBtuuAL9+vfBo394mGTiz9sq90zbfjNNKh3FlIqnw0hYNOW+CRjYtydS0Up4lono0NNQfsPD6DydykVUy6TldFw6ZUtH/iSUIoNdQanfIj6mOIrghzABhECUEgmwA5kQvKZDJi5B5SW/QbTnUYjxuhOOBTcSwfnnfAlbPvTHnXy0TSau1rHOfjZNKh3FVA1MSMPjj344BsmYg5QdRV/XRI0bhmtF4cbSiIz6Esp/8gi6iuNOfZsEs1qFD2UTqU7uXcEwQlSAOL2QTgHbiWBXsSNJBAqj8Fkdj78rYHpzo6pAEYiAZEGU3UNMkLzlKLv7DXS6h5BzvW8tut7ZhPClt8MZcDwc24VnWujtGPhhOo7f12ZwnGvAMCLIxDxMmTJFTWykKWW/myaVjmMf4e+vvIShgwchSkfq65j4TXUMS/MJzMsnMb46ibPiHqqcCBwzDM9zYQ/5LCouvAmH/vpFHKIadVeTEHxn7nxP4NwFZ99dNJODwP/NjymMnYJqqgA5n4lr0eXeZTj8Z48j8pUfwDpyAOImiZJk2YvEeUnSxhPZOBpyaSysTaGxNo76XApjEy7SvGY70h1nnfY5LF2yxBcrRLDRtm9Nk0r7Nmkb2IrNmz/E2DFj4BghOlkE58ZdvEDnWlITx8JsEgtrEnS0BBbnuK1L4o+1MVwSj6GvZ8JzGCpEhWTisAaegPC5Y9Dt+kdwyLiGIFSS8IVkM5EKQ4hGVEOx8yslQRUhzs/9ZqjvUYGo/eAzCaZM1Me9/vfL7lmGTnfz7+5m/t3Ml++SkOS4nfn9I371MiqunIDQ6Itg9hqAmOkwtIkgRSI5zrXwo5SH52qTvK4UFnEr17ig1iOhuNzKfhxLcknMzFVhVNyEZVaSYCzcduuvVAO3tK0ItO1T06TSHk1CHR/bMHfuHPTv2QNGOILebhR3ZBNYQtJYSMeaR2drqElxnzU4nUzQSIJpCLBMSCafwv38zkWs6QfHTFSzVnfNCjiRbgwpLNh1/eAccxYi54xB9+9PxqE3v4iudyxEV4YiXSZKT807DKPWodPktSSfNSQhgTQMF/b9z2WTGGpN9tGFaV0nrELXu5bh0N++hoobn0Do0t8h/PkrYAw+BW5VDWJCkJFKkmQYOYYxJ3kGxqZi+DOvaUk+hkU5kkeNR8KMkTx4vSTQwjUqCKES87nfVOsQKfwyk0SeqsaMVOC4oUMxb86cIGzUI2n3oWlSaS8mRV69Yiiynf+99977uOoHDAPofHHTxvmehVdq02iis4kzNWaFTGKoJwok4tfeBPdFvfiO59Hx6KTcX0qImplDTK9J0ok9fNkj2dguspZJsgnDNSrhscb3bIYe0rsST5AEquHW9oDVsx+MPkNg9B8Oc8BxsAYcC6vfUJi9B8Gp648Yv+Okq+DGXMRsA8lolOTB0MSqQNwqRw8qkBFUIOeT4P47E8MTvJ75VBqLBVQiDVQhokTqSYJyDQ0Bocg1qWuUbQG8FoF/vUleY1wR0fNUcF/hNTlUdB6Pd93VV2PTPzb55KLusSaXNjZNKu3GhEy2+t2hL74wC4M+0xdmZQX6WDbuqrHRlBeioOMpZ2vhYJ8Cfigh+yQaEs9SOvNCks3f6eD/F5DObxha/SidwHeScVyQ9PDvCQdfStgYHbdwIlXPKTEDZzLs+ArTzks6+I+ki++RqH5RFcM9VUk8zN9+WkgsX4WGPAmR17BYnL/oPIrPp2Xa7oMkSjSRWMZVJ3Ek1Y9FNTSwby889fRMv41Fhq3oiKgtTZNKe7INGzfgyqu+By9iIGVQndCJX6IzNrJGb6AyqRfHl1CAjlPaqXYTiqCoeEgg8rsSbogyqJffD8jLVwlCPLFmSFuOqJ6lzF+SoxPzbwoQx15A1VGvkOa+OLqELx5/R/KDY7cB6klg6t7w3ORcXmZIdBEJL2GbsMMW/uMbX8P69e9ordK2pkllv5mqNoNdSvPnnn0WRx/VX6213N+NYpxqO0k1O8xeI5JWIEqhgO3pcsztxy39nfaFHc+PZEhym06SGcrw0TSiqKWCemj6DL8BV7eztIVpUtlfJsPIhVRkjeXv/delcKKViJkRqpM4Xs6n0EQVII2UDar239FxNHYNQsSiuhqpxubn4xjDEC5pWaioPAJnnHYqVq58q7kNSzfk7jXTpLKvTRXgYP+5Z55G/969YUYiOMo1cBdJpIkSvilL+Z5luECHaO/KoF1DEbM0VkvI6PHexjGzJo2TeK8d20DCc/Hb225Vq/n5xBI8GG17YppU9oe9994mfO+yy+AZJuJWBN+K2/hbLolF0o5Ryjk09hpEATbUpfHzjIsepoFwpBwnjTwO8157LXg62vbQNKnsC5MKUCBx/KxZz6CuNgsjXIl+bgSTskksUYVduobbtt1Eww+JRAkuzibw11wVvhhzqVqk2zuKH193Ld5/319TWIuWT22aVNrECiyyfYMNGzbgO9++CFaoEnHbxAWpGObkMmjMeYz7ZaxFDAu4X8oRNPYepDdKxrTISOQFta7qvbq9Oon+EhJFQhjYrw+eefbpHcLU5ufZnKBtJ6ZJpS2suQwGQfrMmTNxZI88jEgFBjgGHsgksIjhTgMLdZMaZl+lumClwJdyBI29B79L3u86b6iRe57CgnwCr+TSDENjSJo2ySWCiy+6ABvefVcTye6bJpW9bVIGJcwRQlm3bq1aEiJCMvEcExcmY5hdV4WGnEtl4g/UWsia0h8jIoW8tCNo7D34426SvN/+fS+kSWNuYz6GiTUpDHMsRKNR5KszeGjGdPVQ5ZnKcH9tn2iaVPamCZH4y24Ajz/2J/Tr2VPVesNcE1OrU/4LfzWu6pFoZEyvSaSdQAgmK4P2hGQ8zM1V4cqUhyo7wnA1hC+ceQZWrlihnmuhwtDWqmlS2ROToqUg/6mxVKJO1uHb37pADWKL2wYuiXuYQ2ndqOS2jCqVEaz+ezttPaBNY9cgz2JBLob6mrQiehm5vJjpMxkaHc8KwYqG1HSed44bp7qflXIRqPH+8vC1FZkmlT2yZjLx8eSfHkWvbFaNOxnmOpgqI2LzMiqWNaFWJR0K9SQZmbOlMZfBTzNxJGVCqEglRo4YivqF89XzVhNr+yVB23bTpLInJspEsHH9u7jgvH9XNVqVGcVlqRherotjEZWJkImM6vRf3tPoMKhJklj43BgaybtOzzIkOsuzYZsmqqIubrx+LP6xaWNQErQVmSaVT2sSWwsee/QR5LJVMKMRDHVMTMsm1YRCUij90bAMcUSlaKXS4dDyPaKmXBK/yyTQS6mWCIZ8pj9e+OssVR50O0uzaVLZXRMikQL09ttr8fXzz0OoeznidhT/lXIxn7WZis31eJMDDlI5zOdzXVzr4m8Mib6Z8JCkajGjYVx68bfx7rvrVbkoNNQfxKZJZecmBcQvJGqP/0nBeejBB5HPpGAbIQxxLDxEVbJUGvtqHdWDIN2VpQqmRkeGKM446pUCddScMNOqUxhsRxAlsfSoqcGjj/xRlY9COSmUnYPMNKnskqkCAqxduwbfOO9cGBUViNkuLk/F0CATD8kLgNWeUii67eTggbxH9HptFS6vspCSpVIqu+PfPn8W3l63VpUXn1gOOtOksjNThYKQkOeBaVPQs6YaphHBsa6Fh6uTWJST4fU+JPaW+WHVW7FSq7UogBoHHtTgxRqZtCqJP2WTON6zYVpRpGMOxv/+DrVkSFCSgu1BYZpUWjNfxn6ENatW49xzz1Y9O1kWmKuTMcytS2EhVYk/1kQGTGkSORghqrQ+l8SCrAz1d4k0bkgnUWMZiJZ3w6mjRmLhgnq/LEmZ8ovWgc4xmlRamqgSgRSEGfdPRzaToDoJUZ3YeLA2reZYVUPsWTsVFEqpAqdx4MNXKrJcCCuVbJrlIYVGqtdZuRQ+F3NhWw5cKttf3niDWgROTKnfA9s0qfgmrfbb8M/ggb+7fj2+dPoZMCIhJG0D16U8qhNfkah1doRYamV0rB5/ctCD5aExKwubSdgro6b9MLixRwK3Mv1I20QoEsbQowfgxRf+qsqXlDV/NO4BaZpUxIRKtpJQtm7dislT7kV1IgnLNDDSNfF4JqVmDCsUHj3nicbO4M80R1LJJrCIJPNSPoPz4yZilqy3ZOK7l12KDe9u8MvdgalaNKkUHuyKFStw9hc/D7O8HAk7gh+mHMyXIfZKjfjhTqlCpKFRjMI7Xer9LlV2XCypTWIiw+hBrgWT6rdPj1o88sgfWPaoV1j+pASqUnhgcMzBTCp+Q+zWLVtw38SJSCUcmJaB46hOZtbEsFQW62KNU6rgaGjsHmJYzPI0t6YalyVdxB1Dzfz31XPOxVrpfhZi2SblMSiaHdsOTlLZFhDK8uXL8OWzzkA0XK6WA7025aG+Lo0lmSrWMIWenVKFRENjN0DFMl9NDOWisS6Oh3NphtZRGEYlai0Xk+69O+gcCApox7aDi1SESJQ62boVd48fj0wyAcsM47OehcdyKfW6u5KuilBKFA4NjT2CtMkl0Mj9ehLLT5JxVDmmeo/oxFEjsWTx4uZy2oHt4COVZcuW4szRn1OLeNdIz046hvp8yh+4Fjx82WpS0Wgr+L2HsvxrEk+TXM5wLViGAYfh982/vFGtBSXKRamXoOx2IDvwSaVYndw1bhyyJBE7GsJJMQtPyjs7QiYyRUFRqCPdxAJNLBptAulBlInOuS/lTqZW+E1VEr0cA9FoJYYPGoRXX3m1uewKOpAduKRS/EBWr16N00ediEhlN1Tzwf24ykODWnfX5oNNoqlaZmIr8fA1NPYRJPR+OZ/EuYkoYlYUVqQcV11+BTZu6HBzthzYpCLvXtxx5zikKC9dSstTYzb+UpNGo4w7CcYS+FLUrzVKPWwNjX0BFXJLbyOJZWImiaNtCyZVS99eeTz5+KNSov2C3f7twCIVGaW4NWhFX7y4AaefPApmZQgZqpOfVbmqcUzIo75WKxON9oUCqSykapa1oF4lufxnykGaqkXC9W+cdzbWrF3NUt7uyeXAUyqbN2/G72+/DVW2i6hp4WTPwjM1smgXFUmNP1+srLejXwLUaG+Q9YjUWkRU0/MZni9maP6HbBr/ErdgGAby6QQmT7qn+d00QTu0A4RUgnvb1NiIU0edACMcQi1Dnp+rthOZ2pEPTWqB4H2dhTLdY4mHqqGxP+GrZ398lLwSokZxS6MulcuPUi6qHAehinKcevKJWL78DT/EDwimHVnHJxW5of/88EP89te3Ium5cKMGPudYeDoXU8Oj66lK9CA2jQ4J6SGSSlDefs57+AvL9GmuvPkchWca+J+bfqHKPjVLe5rGsuOSSuEWLmxYiM8ePxKRSCV62gZuSpNA8mmSiUzr6MtJpVRKPTQNjXYMf2nWuFqNQaYobapOYmFdEr9Ox1HnmAiFyzFi2CD8/ZWXg3CoXaxD1PFIxb95fs/OLTf/N9IxG44Zwei4jadqU0qdlHpAGhodHRIeLWAluYjK5W+5NM6JuWrAnBONYsyV38eGjRvFQZpfUtxP1nFIpXCThFCk7eSEEf+CSLQ7atwobk5LN7EoEz28XuPAhZTtehlfleVWlEudh7uqExjoGrAjFRjY+0jMfPJJ1ZC7H60jKZVAndzyS5ihclhmFKM9B7OyWTSRUNQsbCQVaegq9UA0NA4YSOOt9F5StSxmuZ/NcP8/EzF4VOxmuDu++bXzsH69v2SIYB9b+yeVwk2ZO282jj9mGKyQgZxt45ZqaRVPqXV2CpPiyOLaulFW46CCashlpdojiQfoAzJ1hxk1kctkMPW+Scp3tm0rhET7hGDaK6nw8oP5JT744H3cdNONcE0DLm/WmTEDf6Xskz58xdhyU0kmjVlPzc6mR8ZqHGxQA+eIRSSXufkExqQdZG0DViSMM049BW+99ZbvVYFyaWP10j5JRVbUlwufO0fUyXBKuhB6OhZuybpoqBNVklbsLG0oumdH42CHVKSFylTefpb3iP5Cv/hXLworGoFjVeB3t/4aH27+kN7V5mpl/5OKXOJ2+Bf84ebN+OkN18OzLMQME59PmnixNoWlSonEUZ+XrmL/BuqRsRoHPaRiFX+Qdaj4WZoD5EVZeWn2V+k48lYU0WgIwwd/BvWvz/PVSvCvDax9kIq0VYs6kU9z576GY4cPUeqkl23hf6sTaKqVmdikvWS71Ct5czU0NFRlq/yE5LI4F1NrP38h7sBzonCMSlx3zVXYtOkfgeftdWsnSoX/ycjAsWPHwLajcK0IzolbeJ7qRM1kL/OdqBbv0jdRQ0NjO/yJt+kv2YR6h0hUTGM+rbqf+zomwpEIBvbtjWee+nOgWvaq7T9SkYvhsdT2tdlzMHzIYJiUaP1sA7dmRMqlm2dj85WJJhUNjV0C/cZvHpA2R4FUzHE00odm55O4MOEgaTlwSC4XXnSBmnxbKvatqjEzcNBPb/ueVBQzyhUQH7z/Pq7/8VhEw5WIRyM4O27j+VyVevVb2LbkDdPQ0NhtNGZl6EUM86Vtkv41laQzxHVgk1h6ZKsx44H7/UFzyjUDH/10tn9IRWzO7FcxoF8fteB5T9vEHVlPxX9N0jWsuolL3xwNDY3dg/iS6h2S1TVJLPIu0SKSSn0uhWvk7WfLgFFZjjNHn4ZVq1f6pBKolk9BLfueVDZu3Ijrrh0DLxpF3DRwTsLGK7kMmmTiJCEToj6vSUVDo60h4dHimpRaSeLEGMMhw0DGc/Hb/73Vb5qgvyoNsHvMsm9IpaBOXn7hRQw7+mhEI91xpBfFnZkElgmJqOkJ5C3MOOblE5RohXYUDQ2NtsJChkHy9rNgISvyG6tiyNkGwqHuOOGYY7Dg9dfpu0Iuu8UqbUsqH6mG2G3YtGkTrr3qSqqTCFzbwvlkxVdkrlg134moEv9FwOZ2lKChqeVN0NDQ2Iugj/l+J/v+e0TP5/3uZ8sxYUdCuH7sGLxH/92Ndpa2IRU/JvN7dv72wvMY0r8/jEgljiIL3qUWPJeuLr9VWhqQBCUvWkNDY5/BX5XTxeJcFe6oTqGfmtU/jAF9++K5Z59pJhY/MGrV9h6pyGG28n9pQOaR1Vyx37/icsZpEcStCL6WcNQcENKtVU+F4ncXy0XIvLF6DhQNjf0NpVpkUjNW8kuzLl6qS+FbCRtJMwozXImLL7oQ77z9tvL1AsGUsL1HKtJYrN6EJGbNeg6f6dMPdjiCfp6B8ZkkltSm0STzbso8sS0uRkNDo31Ata8QMipX0MioYnJNDMfI289GFPm6LGZMn9o8xqyE7R1SUT/N/2To7xXfvRxuKAzXCeGCuIWXchm1dqxaW0fmPSm0m2hoaLQriFJZIL2w8lm1a8qguVgwaC6FHyRjyNgGzEgEX/niWVjx1pu+4+/ILXtOKvJ7olBmPfcs+vbMwwiH0duN4L5sguokODFFJBoaGh0Oiljox4wymvIuHmPEMTJmwY0YqLId3Hnn7f6gue326UlFFu0SMtm4YQO+e+l31CvWVY6Br6ctvJrPYH6+GnPJbq8T83MtIGml0neWV0gvlb+rea2lF+e1TC/Oa/mdluk7y/uk9GK0lrezv9uTvymV31pea+mflNcyf1fSd5bXWnqp/OLvtJbeMq+19JZ5LfN3Na+19N3Ja5m/K+k7yytOD/JeV0hyP81tWqW/3iODGzIJtQyOE6rAKSeMwAcffKB4YcuWLXugVEgoT/15Jvr2qoMTrUSV5yjEXRueQzAGcz2L2+BzMSStVPrO8grppfJ3Na+19OK8lunFeS2/0zJ9Z3mflF6M1vJ29nd78jel8lvLay39k/Ja5u9K+s7yWksvlV/8ndbSW+a1lt4yr2X+rua1lr47eS3zdyV9Z3nF6QFiTHdlWRDuxx2LoF8TMfp3iv6d8lx4pome+Rq8Pm+uMEMRqXTq9P97F7fJmYJajQAAAABJRU5ErkJggg==)Optical Tweezers

Optical tweezers provide a way of manipulating atoms and molecules, as well as nano or micron scale objects. They can also be used to measure very small forces.

These instruments work by trapping small particles in a focussed laser beam. Once trapped, particles can be manipulated by simply steering the laser around.

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)The wave nature of light

Light is an electromagnetic wave. As it propagates through vacuum or a medium it carries energy. The energy is stored in electric and magnetic fields that oscillate in a direction perpendicular to the direction of travel of the waves (more on this in your ‘Classical Fields’ module).

As the light travels along, the Electric field at a given time, t, and point, x, in space will vary according to the equation

where Eo is the amplitude of the wave, ω is its angular frequency and k is called the wavenumber (_=2π/λ_where _λ_is the wavelength of the light).

Intensity

The time averaged intensity of light, I, can be related to the magnitude of the electric field, E, by the relationship

in Wm-2

Where c is the speed of light (ms-1) and n is the refractive index of the medium in which it propagates. All other constants have their usual definitions.

Note: For a sinusoidal oscillating field, the time average value of <E2> is not zero. So the intensity is not zero! In fact, it is equal to ½ E02. The proof of this is left as an exercise for the reader.

The key point here is that intensity is proportional to the electric field squared

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)Optical trapping of particles

Small dielectric (insulating) particles experience a force when illuminated with visible light. If a dielectric particle is placed in an intensity gradient a force is exerted on the particle such that it will move to a region of higher intensity.

To understand the origin of this effect we must consider the interaction between the dielectric particles and the incident laser light radiation.

When a particle is placed in a laser beam, the electric field associated with the incident light will cause a slight separation of charges in the particle material and thus induce a dipole moment on the particle. This dipole moment will then interact with the field which caused it to form.

So in one dimension the force on a dielectric particle is

Generalising this to three dimensions we obtain

So the force always acts along the direction of increasing intensity gradient. Particles will therefore tend to move to regions of higher intensity.

![Shape

Description automatically generated with medium 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)Making a simple optical trap

We saw in the last section that dielectric particles will tend to move to regions of higher intensity in a laser beam. How can we use this to create a simple optical trap?

The answer to this question is extremely simple. If we consider the intensity profile inside a laser beam, we find that it is not uniform across the beam, but instead it has a Gaussian shape as we move from the centre of the beam to the edges.

where Io is the intensity at the centre of the beam, wo is a measure of the beam width and r is the distance from the centre of the beam.

![Chart, funnel chart

Description automatically 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v3hR58+WFg6MDPDzclQtOa9EeFBl8UQGYbpEj0BqKGoqvylJ83eK2TDBqKCYAKNLKCwwMUNZcqpQplatbrmwZFUCxBaIJRYrbTZMmDMmSJROYBiJ9+nQKiPag2KNHV+Uu9+vbW4lusz0o9hMoGiDsjyGDCcEBon5WRYaiKcLQBCBhSCjy73FjRysAPguKBOHkSQLAyROVJsnf1POhOAOzZs3CnDlzFATnz58rAJwjj3w+TzT/uVBcLlBcsXwZVqxYidWrBHoE4CrC0ABiTKBIGG7eTAhuEwhul8et4YoOigQhwUfo8dEEIp8fOXJI6dChAwqIMYHiyZMnBYCncP6LM7hw4QsFwPPnzysYmnpdUCSgTFi9CWlLMQFBkQoLDUVhcZudnZ2RKlVK5JXv37RJIwVAWyh2aN9GpeyUKVMKnl4eatlMmTMhW7Zs0UKxY8d2aCGWZRPZdovmzdCpU4enoNivTx8BZy9lSdISZZCH2+opQB3Qv49AkkAcHMlSHDign7I+mRbEdCACle8RunzORz4nNE0omkAkQAldo1+zh/p79KiRylKcSkhOehqKM2dMFctwOqZNm4YJEybggw8+wGDZr6FirY4VCE+dOkWBcsH8BVY9DcUlixeLZbhEgZEAnTJlquyXWKvjxmOOWJxLliwOB6I9KJqWIf9evny52h73h5BeunSJvPdhOAijQpF/r1y5XOAtlqyAfP36dQqStBw//HCtddsrFFAJzMOHDSDagyKBePr052IpHse+/Xuwbftmtb4tW7aIxblXwZJwvHDhgtLrgOLDhw/DQfUmpaGYQKCYNm1aFQCh9UfL0d/PT23LTLuJgGJbta6MGdOrz/n7+4lVWRp58uR+GorWQEtt2c+AgACkFCvUT9bLaLQJoz4CxV49eqBdm7aoVaum6s/ksqlTp4aPjzcKFiygAjpdOnfGoAEDMJQQslqITBrPli2rgDmV6tvk/hPkmQXSTk5OyJo1K9qI+08Amlbi8GGD1edq1qiGnDlyKNff1cUZmTNlQrWqVdGlS2eMHvmB1VKcEgmK06ZOFhCOQIcOHWRblVTUnX2wXEfOnDnV/nfr2k3c8QmYO4fWY2Qo0kpcLGCcPm2qALwfGspvkEP2wc3NDb6+viqS36ljR0yUbdOtjgpFWoeEIWE6ePBgNGrUCNmzZ1ef9/f3R9myZcUq7yGgnCXu9PpwIFJ0l9ev/xDVqlWVY+WtvIFWrVrKdpZghFjXRYsWgZeXp5wHadTvO1luDB999FE4EG2haFiJx8UV/1RuEjPQTm6cOXPmgKenp3gM6dV+jRkzBps2bRLX+pQC4qVLl145FP9LaSi+9VBMhPTp0qK2rDNP7lxImiSJutCZx8h8Q1so8nmtmjVV/2MSWS5LlsxoINvJlzdvtFCsLvvPC1eOtwDIBZUFXgYQewgQu8l+1ldQIsgIOMKTUFR/iyXKfcmfP79su4241gJGgeIHI4YKnNoJxNOo9dKN53YzZcygtuHo4KDgyAv/AysUaUlWlmPLrgJHR0c4yDaYkmQrgrh8ubIKWpMmTlKW3NSpBOMk9BKAF5HfmQDmvnIdtuJrhFv58uUxbNgwcaHnCgwNKC5etAALBYijRo1CBfnN/fx8FVBpmVP8LEWwFClSBIPEIl66dGkkKFK0UCtUqKC2w89TBJz5N1Of+Jv06NFdll8dbiUSiuvWrUUxOT+TJDGCa8WLF0dNOZd4nLhdd3f38O/C49qpUyflnke1EqlVq1bLZ2vJeRAsv4+H+qz56OUl15KAt2DBgnL8piiAviooxhUgaii+5VCkZZg+XTq1bPGiRZEieXJ1gRYqVEC5vaYLzUe6tYQGT/zkyZMpN7tli+YCrXzRQrGm7Lenp4e6EBnQqVqlkupjpAvduFFDBTLuBy9qXkj1ZP853LBBg7piSWVTwCMkaTXSyqPrTCh2Erc8nVi4XC+DPClTpEB2ceO5znZtmTrUToGQfYrsp6wsx5YXbXL5fhnFyqsrx4tuNl3wRo0aKJjwO3FbpUuVEpd6iMBwmliIU1Uwp0yZ0gqcBHzp0qXRUay6/v36ifqqgFSBAvnV+zx21atVx0QB2CKxFJcsEtd54QKMGzdOAY0QJMhKlCgh2++KkSNGYvjQofJbV4OHQI3fl8dh5MiR4u6uVDAkGCdPnqy2y/3jsaJl2E+2P2nSJIwfPx6tW7dSOaL8PUNCQuS9vsqdNqFIF5nWaNKkSdUx474WLlwYffr0VsGjBQvmY8iQwciXL686DrTqu8tvSIvRtBAp7k/ZsuXkpsWgXBjayLGeNXumvL4Gy8XCpRWbJ08edZzZrcJgFIMvJhBfFIoEEC3FuCINxbcciukEio0FDNWqVhb31V8uzKTKNaarawtFriNrlixILhcuAVO+fFn13otAkYCl28mLhxZOaTlOhBQBRmuQ/XxtWrcQFzGrAgWtjxrVq6sIdVQoJk6UWG23ebOmqg+RgZZR4gabYn8mL3ICIVOmjMqtpvVIl3j6tMkCsLGyr53VqBtaqh7uHqhbt56yzKZPmyaAba/yL2lV0y0fOHCgQESsP4EdXeN58+agZ8/uCqyEDS1nBoZoKS5dvACzxM0k7GlN0V2vIr8xQbZ8+QqsW/sh1otbPEsunDryGxK6VOPGjTF37lzlMrM/slatWgqoBGJ1OQ7sS6SLumMH+ws/EiitQ9++feX7ZUIKuUFkzZpF3NhRKhptD4oEWn+xiAnNo0cPCfCOqMgz+0Z5A+JxyCK/NQNLBw8eVP2EO3fuVO4xrUmCl8dh957PcP48oXdJucoEIPs6CVwCnPDnftJSfFkoEkRxRdwfDcW3Gopp1fuNGtRHbiuonMXiocXUWlxQ033m9gMFmnTBmLrDnEPCMr9YFzGDohuqyvfqKe4d+wrpyio3PHNmtR1adqaYitOvb09UrFBOQJNaXaS0xggv9hMywGJCke8VK15UAXM0o9HWiDQDLIRs2TJllLtMKBH07JNk9NlMyWEUmgEYBoJ4U0iSJKlYyoXF6qG1OBn16tZRMOL3Yz/gULHs5s+fr/rvqPkCRfY7DhjQX7md/fr2wxSx7NinSEtxzOhRyvqjBZY5c0ZlXdI9Xr58pVhXK7BqxQqsWb0C/Qf0Q3BIsAIXoTJ27FjVt8h+xnz58qmbA7c/YsQI1cdI2DAdh4+MQjOlp7l8Bx5vArStWHHr1q2xC8Vy5cqp4IyZikMx8szgS/fuXZU3wN+rd+/e8vnPlJW4ePFiZQXyvKlZsya2bt2Cc+c+x9mzp3HmDHVGgZEuc58+fdTneTPiDeD06dMKiFevXn0hKMZ1aSi+pVBs0bwJihU17vAEjRmFZoCFKTq8qNjHx4ubQY5WLVsoWNLliikUq8l36t6tsxo54+XpqazO/HLBc1lbKBrqLdtuoyzEqnJMaAn269vrKUsxdepUcpGXCY822+YpEqJ5re4c+0Jbi4VKK9EEom2eYq9ePVQfG0GdOXMWFeCZPGmicsUZhOLxslgsAvaqynWlJTlr1gzMmztbLEcB4JIlKu9w6ZKlYiUuxGJGnRfMkX3uoyxMQq1AgXyy/dFquWUCREKReYqrVixXriZd1tatW6v1M6iyQoDJvxnY4ecJs9mzZ6sotCkjT3EztmzZJC7wIGXFsU+2hhz7xYsXWqG4LhIUa9asoYBJKJqipXj48EGMGjVSbliByiJs1qyZAu6BAwdUAIX7wYT9Ll26yLKHwqF49twZ+dvITWQfIi1ZHx8f9Zt37dpVWZt0oTUUNRTjDRSbyvt0aSvJPjDgwPdoNdWoUU2lyTSQddH15EVl9IkVDx/dEhsoMvDCz9HFJKjo6jGA0atnj6egyOTtIYMHYPiwoaJhGDZ0iN0+RVqSHGHDvj+C0IQi8xbrizXLi5P7RheY/ZITxj+dvM1cRQZycomlzGVpaVWvVk1c8bFq2fpyPBkgIRDYb8hgBKPlnAiD6UQTZB1z584Rl3qhWIjUfBVgmT93ljr2jO7yWBcvVkQFbthfuExgaJu8zTxFussEHS1BpuAQtHXr1lXHjp8nkGmxEYRRk7cZWBkv34dRYC7L32v8+HEKikyZsYUi3flNmzYoGNombx8/fhST5EZAsPIcoIVKMH/yySfi3hsWM/twCfkaNXge1hbVUq4/36caNGigAka8sXIdtHq3bt0aYygSLt9//70CTXyShuJbBkW+z4ABXcVsWbNYh/05q5Qbgo/9jb6+PuozxqiXmmJJdZD3WsUKinRfub5MGTPi3XffVRdOcTluffv0UrmHUaFob0RLbKBIyNNq4nJMOaHlSAhGhSJBxXXnVelF76p9K1a0qHJ92d83StbXpEljOW651E2B73OdzNXk8aBrX7lyZWVBMXI9X6y8pWKlzZszE1Uqyz7I9yRQS5YsjhnTp6p8xKhQjDqihWBk32XJkiUVzPhbEUR0vekyR4UiR6wwnYYw5P6xu2Co3EgMKH4YCYoNGtRXI2DMJG4TihyhMn36NPWdCD9ajOwqYA4i+4D5G/PzFN9/nrgftK4J1phCkVAxrUXCMT6I+6qh+JZCke4yE7kJK8Ikf/68KqLLUS6EG93dnDmyo0WLpi8FxYwxgOLAAUzcpqXIIXwjVF8gLcURbxiKM2dwJMtUTJk6GUMEMk2aNEGxYsVUdDU4KFh1N3B5HkvmWdLFHTigv4o+01KMERSXL8MqAaJtXyGB919Dkd+HbjyhyBuCCUV+d+Zm1pWbqFK9Osr6rCfnHlW/fn00bNhQBWa6deuGXbt2RQvFmzdv4quvvgoHowlFE4zxQeb+aii+hVBs2aKZAgxBljhxEjWRA/v/cufOpQDm7OyEkiWKKReYE8zGFop0n9lHmSd3btVHZrjPRVTuoi0QTSjS3aX7WFNgwD7Fvn16xspSZOoNgwaEBPsFuc8EYVQosu+QIDOtIUaRafmNHTNGWYpz58xS/Ya0mhgVnj59unqPo3JqCxz4OVpEPKbsFmBwZ4Jsg1BsKABiXyyPNW8A0+y4z6vFSqT73b+/EaxhZJfbso088/PVxKV/lvs8TrbJYZcEMB/53J77zO6AzZs3PgXFEyeOYYrsX2io4T4zsMLRMx999JE6HrwBEJY9evRUydmXr1zEl5cviC4J9CJyEQk6WlDsbyMkCEPzvZhAMT6L38GA4m3lVs+eOUNDMT5DkcP46tWtjSyZM6kLiOkyhQoWEIsoUC0fHBwk+1FDoMRZt2NvKTLQQmutQoVyypJh0KZA/nwqXzAyEJkD2AtVxW13l885pGaqSx50EUhGjT5HB0WqS+dOyC0WDgHMfWc6DlN2TCAaUByv1LOnEWjhzSBjxkwC7w7y+gTlOneVfWYuIJO4mRvIYMfs2Ub0edas6arvrkWLFmp0CQHM+SU7tGuj3Oc+YgXTMmaXBI8lgcx0HNtAy+pVK1VUm8sRPExYZ64i3U5GctlPaAZamPJCGJoyoLhZgXHw4IEKaLSOGeln2pC9QEstOYfsBVoYgR458gPlNhPErVq1Umk/+/btU0nlTOUhcJvLb/zZZzuNQMu5yIEWDvHbvXu3sjB5A+HnOUFEdFCk+2xC0QRjfJb5PTQU3yIoKhe6cCEV1XVyckSWLJnUXIu8KJmLx5m7XxiK8r169OimRlMwcJE0aRI1pRiHi0WFIsc+ly5VQl3gHKnCUTZ0s2MKxTGigf37KRjwu9BiZFCAn6d1aEKRKTl8JPQIziQCjgIFC2LAgIHiVk9BZwErczl5vJi7R2uOYJo1a6aAcaayIhctWqjGQ/N9tU8CNh7/ubNnYOSI4SoCzuOXQ77r0CGDBYrLFBgJxdUrVmLFsqXo3r2bclcJRbrJzBFk3yITv2mx8fN8ZBSYVqLpYvOREeI1a1Yr6PO3YjCIkXaObLEHRbrk3Oe9e410HEKRQKTVyBExtHr5ezH3ka4vR7bwRsChhTxnmDy+evUqnD59Ep+fORk+Sw6hSAuSAFV5ma6uciPppT7/rD5FDcW40TQUo0CR0Wem3nCUCgHEBG1eRG5yYtN15sXKxF4u92JQNJK36SpztAzzE7l+RmaZCM4JIZi0zb49QpGlCzJmSI/kyZIjLDQMzWTfOYNOTN1n82+6r0z+plXKpOZ27dqqtBhGnNmXOEkAyei3cSMwRowwD48wYv8a96lI4cLqGDCSzb4ypuPQCjLGN3NmnDnKimRUmseUgSSO2lk4f67qQ6Tby/XymHLdkydPERd6FdauWYd1q9eo/eAwRFpnBCNTc+i2so+REW1+niky/DzdaQKTMOQMOdu371B9hhyRwtmO2CXB33SEwHjr1s1WKEbOU2T+oDGUbyMOHz6Ao0cPK0uR1m9xOYd5HBhhJvw5BvrEiRPKhea+8ybFzzOotGPHVrECT+HSJWPiB0KR/aUVKlQIXwf7RZ9lKdJ9NsH4tul7QlFunmEBGorxGop85PoJHS7DPiS6TEzVYdCA/YkvA8U+vXsqd7lu7drKHeM2OP62lBwrJlDTYmUqDYf5pUyZQr1XSY4RU18IvthAkQncTOouW7aMghLBmDFjBjSoX1/lJdLy5E2A4755sRMohQsVRr++/dXY52nTpqocRlpg7KOjZcuxx4QD3VojXWiImv2HUGVfJFVe3Fxue8mieWKRzcfw4cPVeGO+5ykWa2X5jWlNcYacYYOHqG4FHidaVrQS2WdpjnvmI61D9r1yH2kF0o2mu83cxmnTpqvJLGilMsfSAF5H+dyqaIf58XvSVW/fvp3Afba46ctUfmLRokXVPoaGhoqlPECNYjGH+dHaIyQLFCig+k15PjSVG9eCBXMVfDdu3KDyE7lvXAfzQtk3alqJBGJ0UHxbpaEYb6AYUY6AYlQ2KhT5vGCB/OoilGNluM6ZM6n1EYpGoKUD2goU8+bNo/rRKF5MtuUImOfIIAPXYVujhRNC9BTLkO4sQcroLC0xWkO0lnhRMd2FEzCUKV1GFcIyZ8khFLl9fo7r5T7S0rQHRVPs1yMY6RZyeW6HAKIVzNE7fI3uYlGxCDlzz8QJE40JIayz5LAfkoEeApWf5f7x87Tc+DkC19x3JqP3F7dzwdw5CorMV6S1NGzoMFW8y0M+w2X5OQKfjwQdrdkq8ttzBAutLdsJIUwwctgct8nl+cjvY44+YVdHcHCwALy1gpzthBBRocgkct6EOEMSIU/R3WUgja/R5aUVSivRdjIIJmHTjS5VqpSx7+5uCo7sSyWMTbebFjNHw3AqMSZzE4r2LMW3XYxGz5qho8/xAoocrUIQEEaclCEqFDkpA0Fj9CWKCy1WXhGxhNjnaEKRkeG2bVurySNoeVAc8dCyeYvw+RQ5+46fXHCEKi+e6tWqKigaYOwpYOyuLEvOHpM1S2Y1KUKKFMnhLdstLOvlmGxCavDAQWpeRUKRqTmdOnZQy3NZWlgcTxwdFGmxUXSD+d1YcZBpKyZ8eQGXK1tW3mstVttgTJowXrm3USeZnTB+HHr27KlSTti3x4ufFhPhyOF3HJPcvn17jBw5CnMEHOYsOebUYRzlQledEXBaU0yQ5vYtArUyAiz25dEttgWiCUW60fybFiT3gdYkjzXhSBDRiuSwPk6Uy35EzotIKFL2oMjoM6PpnBOSQxBNkHFmIfaVfvzxx2qSWVp5lAlF02JkStDYsWPkPOH49GzqpkCwsq+SI1gYZCFAOcnss2bJeduloRgPoMgSpxy9ws9Xku1XrlhB1lkDzVgHWkBoQpHwY60WQo3BEbrBTZo0EnfZmFeRUKQLzUf2/TEthevktjp16IBuXboqKLLIVSNx15kUTsDxs0/NvC1uKPv0uD6mBHECh9atWwgwu2DQgH4CQ2OCWdtJZjm9F8HIoYYEc29xyQ3XephdKHJoH6O+tPgIVc4CTjhRfeVvTjHGSWanTZ5kd5JZQnGmnNyEEmesYVClb19jv9WYa9kOpxkz+hkXqolm7U0yu2LZErEeFwj8pmP06DFi/Q7FyBEfqLkJzXkUTdlC0XaSWT5nWg5dVVqP7N9k+g7BZ4LQdpJZe1Bs1Kiheo9jnTm5LPsSOSSQrzHgcuSIMcGsvUlm2b/4+ednBJBHsWfPZ7JPa9U4aqYZMdJMmLIP0XaSWdNaJBSjBlveZn2joRj3odhcwEa1EJC1FgC2FcugtYCFJUspE4oUAdhRIEZYmQAk1GyhSGvRnIKLsOveTWDYuYshgSKDJwQg+xEp/v0UFNXs271VcIXWHIMpTNpmKQJ7I1oMMA5WADTBx4gynz8LiiYYGWlmP6EZaKEYgY59OYJ5ajgfocdHgoniBLPPLUeghvUJ+FYL8Ag/sQ6ZvG07oiUqFGktmiIcmVBNF5cg2r6dZQmMUgRRyxHYg6KZvG2k4ewX2NFNPqyAePDgftHzyxGcOmWUI/jiC04EYZQdiFqSwCxHENVaNMH4tuvrb75RN1MNxTgMRVqKzSmBItWyWVNxX5sZsrEUKQY8CEZTnBHHHhRNi4twNNRZWYrdBYrdxdqjzKJVhKEpWyjqwlWi11S46llQjJq8TUi+jsJVtlA0RTi+7frq9teYIRa9AUVPDUUNRQ1FDcXIUExouvXVV5g+daqGooaihmJChyIVFYoJUTdv3cI0OYcUFH0Eiuk0FDUUNRTjBBSj1mhhHijnX3zdlqJZ1Y9gNAMvCUk3rt/A1MmTEMo8RQ1FDUUNxbgBRc6ew5ErzNXk5LIcE83KhHyPMHzdUKS1mFDFYAuzGTQUNRQ1FOMQFJnAbSZxMwXHBCH/pl6X+2yCMSHr8pUr6pzSUNRQ1FCMg1Bk4ftdu3aGg/B1Q1HrjAq2TJ4wXkNRQ1FDMa5B8ZNPPlJuNMFoWoyEoanYQ/G4QPG4FYonRCcFiAYYz5zRYDR1SaDIaek0FDUUNRQTDBQNIGoo2orf39ClLy9pKGooxg6KfXr1VmLZT5YjZfEozoA9cIAx83ZMoUgRiGNGf4BxY0cpEBKOVFyH4gp5ZDW/NQJCE4CEIcFIxS8omm50QpZ5HE7h4qULcn6NFSj6IlBDUUMxppZi75691JDAjrI+qlu3LgLJ3gLDmFuKfKR1qSaa6N1TPtNfWY5xy1JcLBBcguXLCUQbS3H5CgVLTsTA8cxcL+uwmNZi/IOilqmLFzUUNRRjCcV+ffoIELuqqag4xRhn4+G0VqwNPWQwLcfnQ5EWIoHImWY4nRVnjSlfrqxalhNAxBUoLlmyWFX4W7pkoViLS8KhyLHPo0eNRKFChdS+Z86cGYMHD1YwNBUfoKj1tC5c+EKdYxqKGooxhiLnHezapYuauJRzO3IyW5Y84HqGDhkQIyjSGmR/JMuMcsLaJKLCAhhONUb4mUD8L6HI5xMmjFdlF7rId5spnzPLEawX4LGmNee15IS+nB+RcxEShFRchuLJk8bEEFr2xVzFCeM0FDUUYwnFbgLFQgULKqARitmyZREXOuZQZL8hoViwoAFFDmUrWqSIWva/hyL/nqcgx3kLCTxaxZx+bMWKlVYorlVdACy9wIl6aS1yVm8TiHEZipxG7OTJk1rR6Pz5L+Rc01DUUHwRKIplx6n0XwSK7Dvk69w/HhPWIe7YsYOAZphynf9L93nJ4gWYP3eOqqvi6OSkLMHChQtjkqx/xYpVCoqrV66UdcxCv3591SS1nESW6477fYrMVTyh/tayr7PnzmHcmDEaihqKbxaKZvSZFiP7EAk8AjAuRJ+XChTnzZuDqtWqqpnOaQmyDophKRpQVNHnlcsFfGsV6CiCMC6n5GjFTGfOnhUojtZQTNhQ7Cww7Iae3VlywJhYlhFhWxjGDIqdBXrGZLPDhhJ6wwWAQ8NhaA+K7Fs0azo/C4qEICeV5SSz06ZOFvBNkr+piQLE50HRdpLZuVgo7jFrsLC+8vz5hjjrNl1mQnHV8iVYtmQxaoqlyOp2hCILWBGoa9euM6C4NDIUCTrTbTaAt1m9RjDawtFclpPNfvyxAT1CkFA0wWgLRQKRI1oIQE4ke+QIoXdQ/U0Q2upZUNSKuT4/cwZjR4/SUEyoUKS4XMOGDVCxQgVV3a5o0SKqnAHLDHB2bltARgfF7NmyolvXTujXt5cqi8DyniyZyTIF/BytRcLQhCLdZ87YzZIKZcuWVpFnfg+CkiA0oUggEpysCsiqgVWqVEKlSrLeJlxvD4z8YIQakhVdOQLTSmRhqSFDhqBt27bym9RUpRhYG5rV8GbOmKksxYULFmDOrBlyc+iKGtWrq7rR/H50n1nCtHz58ugi1vSsmbOxVtzkmTOmoUOH9qhTp478Di3VNlhqoHXr1vL7NVblD5jYbc9SnCL7yH1hvZTR8l1Z5D4qFE0Lcf36dQLk6WpyCNZjYSnVqXJj4NRiu3fvtAKRM2/vFygeFCgadVrsXfBazxeHPWooJlAo8jXuX+7cudRFzyJWcowVBOg2sigSK9lxm3SjzfIE9qDIQlpcFwtXsegVAyfvv/e+KvBE0BJohKCt2xwp+izrYZ3mqIEW1nHhDDGZM2dWhZZYkpX7x+JRhBarBnbp1AkTxo4VqzFy4SpCa+qUybKOXqriHsuJsiIfvyPl7u6B/Pnzy761kG2OF+txkbJCWewrUaL3w5ezFdcxetQYbNqwEcME7iw1y/1hoIWwYgEoVufjsWShKpY6IAhNKJrWI8FpFp5vLsdmpVidpvtsApHThHFmHM6Sw6JdLLjFfWDEPzQ0RG465TBgQD+1nAlEE4qmtagVe50WKI6Rm6WGYgKDYvu2bVBV9jswMEAByVEg4+/np8qd8oJjFT+WL00hF2JmuSBVhT6x+OxBke4lcxWZnhIWFqpAwXrLrCHMynWs25xeXuP3YoJ2BBT7qkL9EdHnouFQpHVI1z5//nyqDKiLizNCQoIVHCgCm1DhPqYXOLZq0VKsSwGjTYnTyeJas7Yyq/YR8gQQS4Fmy5ZNlFV9d36eZUpZE3rCuHGYLRYZj2u+vHlgkdcJfDnvVOU8fq5BgwYCzunY8OF69T0yWKPPXEe/fv1UMX5uj1AsXbq0sggJQYLRtBKZ5M31cH8I0OGyHoLNhCLd5o0b16OnWMKssc0SpmnShKla3bTiedx5DHhsWY2vdetWytLcv39fJChqvZhOnT4t55+GYoKBIoHIx+rVqiooJE6cSCVglyxRAm1atRaLsDt69Ogibm1j5MmTW1lkhFrWrFnEommqSpxGhaL8LqocajZZpnWr5soiHDp4sLje3VQZUtZMJvR4Ibdt0zp81AqTt1lqlZOo8vOcUJXuNfsXuR8EIsu5+ghwuL8sksX3GGBhlJquOSFHCyp9+vQC/E4qQsxi+Oxz7CkQz5XLKJgfGBiI+vXrK3dZBVjmzlGV/Vj2lAAjXFq2aCGu8XSsWLYYixcuUJae2adYrFgxVcB+9eq1WLHcSMnh96CFTOuVUGQhelYGJAx53FjOtK8cK46LJgwJRfY1MmDDwA2tVtbfniUuO61D00pkkXpGtXmT4XpY+3qKfB+61XSVGXBhFT+WPGXiu6enF9q0aYNt27bKRU0gaii+jE6dOqXOTw3FBAJFWoqsAJgzVw7lIvLCpLXWumUr9FDBFlHPbir63KxpE+TMmVNBw9HRAcXlOHXr2tkKxa6RLMWAAH+5SOsI6HqrCPTQIYMxbMgQFcShO+ogcKG1V6VyRQwRaD4LirQi2adHS4pF78uWKaNASxiqgIs8ThUrkP2ODcXi8vXxURZfmTJlMWLEB2IlTlPRw0ry2/D7sQA9ATdWXOw5cwjE2Vgwfy5mz56BTp06KouW2y8i58QIcYmXLVmokrdZEzqVDRSnTp0mgFtjF4p0n/v37y9u8ErlRtPCI1AJ4iVLligoUgyw0MX2kX1m7etm8lvSdSbwCMWPPtoh+zVTwZLHndbhBPnODMgwymxGmikWz2e3ALfDgv/sP923z7AWtV5cTG4fLeeghmICgSJVr14dpBErhH1TQUGBsl+10LUzI9ARKTlMxyEAq8n34QVPayxnzhxqnQPETbSFIqGQIUM6tGvXSuDFYX4UU3IGC/j6q+/s7W1R4CJ46Ibbg2Jx+S3oPrOfrIT8JrTwQsS97NC+XXjU2dSM6VNVnyFrSWfNmlVZorly5Vb5glOmTFYlVwsXKqi2SWuyi1i2DLgQONScObMwX8A4fPhwVZSefarc/kDZJ45o4XsMFplQjJqSYw+KtArpKk+aNEmglldtu6KcJ4xam/2JTNdp3ry5csdZWH/QoIHKVTaAuF2guRnDhg1V7jK7DdrLd2cpVEadbXX8OIMCh5VFyeRyQpZ/f/IJC+Lz4mYfo9aL6OTJ4xqKCQWKtBL5WEX211suYkKRwYrmsj4CMWqeYq8e3dS+EJwEF/sLWSR/oICOY59NKLLfje41+wCZjhORp2gUxG/apBEC/P0UuLJmyaL2i9bg01AspqDIIXXZs2dTrwWLFcf9Y1CGxfD5SPGztB47d+6ohhiyX5KQaSUW78QJE5SFmjFjRmObAk1acbNnz1YTONjmKbKgPGE3fvx4TBaYzRZXdsmi+Sp5+0WgSPBxEolKlSrB2dlZBXJGjhypUnU2bdqkAi9cL4NGBCdd/e3btwgUt6q+REaU28tvxD5dWrnsL1yyZJFYkytk2+ZUZSvEYl0h2/pQWZ10odm/2KhRI7X9Awf2h1uVWrEXbzgjRw7TUEwIUOzcqb16nxZUcgEOociLujXTPLp1ewqKTMUhkBh8IRh4IVeqUAGDBvRXELWFov3k7cHKjWZqT1BgoOp7ZP8ij0l0UKSVWVuOE7fFqC73kXCgK20rN8pN3GsBj9mvmShRYhWNHjN6NBrKMeT77wuw2AUwdOhQlaQdFYpG3uJCLFm8REWf6TYzeftFoUiLkKNaevXqpfo56UbTSqVbzfxFAjJ37txyowlGmzatFeAIRIrpNwQgremkSY1uCcKO/ZW0BKOK/aA8Tjz+XJY3Jn5HBlzsXexaMdOxY0cw8gMNxQQCxQ7q/QL58ynLisBhZLmNWCM9uj8NRUaamUoTJlA002DKlS2DwQMHoIdANCZQ5KQJDL4Ei7Upv5+6yJlrSCgycBIJivI7EIpV5VimTJlKLc/tGtHpJFGU1K5Klyotrvko1JHjTJgSWAy2DBs27Gkoigs9V+BH623hAvYjLhAZI1peFIpmojajzjw+3AeuZ8GCBeGpOHR35TxW6TabNm2w5icaUGRiOaFpRr353dl1kSKFqRTRiulC/D4c5aL14mK3BH/bEA3FhANFTsJAgDwPiraWIuHEC7yCHINYQXHIELV/JhRdXV1QXY7PqJHD1aS09qBYQ44dAczl/fx8UVOOH79LpO8m36t9u7aqz61Th/bo0pGJ6J0xZMhQTJo4UY5zbWVFEljPshQ5ymXWzFkqgZujXhiEWfoS7rMJRQZXGGRh2pARpJmqXuN4alp3+fLlU32N7C80R7MQiosWLVBRd/427FOtI99jzJjRmDRpAiZyWKM8mmLKEftPp0+fqjR//jyBq1Htz97FrhUzaSgmICiyT5GvlS9fVl2svPCYT0hrUAVZokCRCdsNG9RX6Sxclik89erWttunmDlzZgXdyPMpDlZTgTVr2khFp7ks03Jay36OHmXffWaAhN+DgYbEsk0+cjJbY4TK1HAxyML0GQJugQBskVh7HJXC0SbMU2zXtq1yXblN5hcyXSZqnyIj0GPHjlEjb5g+Qyj37dMLixbQenw5KDKgwm2yXzN79uzKUuVktEzXYbS7adOmsq4VCobm2GdGmFevXqmK3rOLgDehHj26q2F+dOko9neZOnHimJr/7/z5M0oMEPCith0brRV7cRjlB8OGaCgmBCgy8sxILqPNTNAm6EJDQtBAttuN45+jQJHR55o1qoGd/oQWE57Z/6iizzZQJBTYf8ZtDx5EIEZAcWD/fgqk7Bej5cPk415igT4r+syhhAUL5FcuIS1F5iNyeXMyCMqYEGKCgi4tSyZbV61aFf369VdjopkYzkAGXU+CiX18tMzCoSiuMyd96C/7x2ATwU73k9tetMCIPj9rQohnQZFiYIUuNGfX4XuMOLdr104Fg7gdQpJ5iwSiCUXmKNKd7tOntwpucdssgM+UHYLRdjIIivmKk+W71qpVEzXkXONwQa4n6nJasZOGYgKDIq25pk0bqwvz/fffg7u7G0rJ9yUsOSmECUWm5PDzhQsXFFc2NVKmTKHyGbt27oT+fSOn5BAa7PTn92OeIqPChOIwcWV7iaVTonhR5Q6zP5G5g7QGo8tTHDp0sBopUrFiebGUjM9wdm661QShCUVODsHiQnShTcDTTSb8OLSPM3tziGJKASv3jZYZIcU8RabkEIhMmm4n35vpOAQQc/6YC8mZtvl+FYHsi0DRnCGHI1fqye/K6DDTfghIWoC0Fmm1Mmdx69YIKJppOXSLaVHz2LJ/cbx8X1qRthcuAwL8bGM5P9hNYExy20uty3Y5rdjr0KEDGDFssBWKXhqKCQGK7I9jwIQjWdiRT2usfLly6NC2nZpkgcnbbdq0RAmBChOM2f9IC4f9dL3lfXsjWrhM5syZ1P4xd3DI4MFidfVCdXFBCaVkyZKqCVnZf0lgPSt5m8P8uO8ZxPrk676+PmqCCgZmCEbmLHKZrmLJcuw0gcsUIwJozJixKnmby/B4pBEXmvmCdO857yH74OYL8ObMmSlWIocZEvoOajn2Sc5nn6JAcf68ufJbNFD5hIQigcYJHzjz9rJly/FhDKBoutC8ARFaXBe7ImgxMhpNKEadOoxpORyy17RpE/UZutDl5LfhiBZakkzapovH3EZa3LTQmbxdWm4cCxbMV/2StCq1XlwcRz5CzkMNxQQCRXPscxtxg0vL92TfIl1HVxdXZM6UWeXVcRQFgcQLkhaYv7+fGmZHK7KvWCNRocggDC0qutmESz5xWzmLdo7sOeDp4anAxtf5vWhFmmOf7VqKQ4xhfiOGD1Ez4bBPkdFmjobhMEJatRz2Rjec76UQ4BE2nOFnqFimU6dMw7SpxthngpMjRgh0rt/f319to3LlimpmHo4CIVD4Ome1oSvKlJwli4xpxNhFwDHWPD4Ee8mSJQWsHTBrxixs+PDDZ0KRYt8iLULO2s2uAB4n9i+OGDFCvUcgRoWiOUPO0qWLlOvMoIwZWebEEJw8gvtapkwZtU0zIZ5lE/h5QlHr5cQbz/ChgzQUExoUOUtOW7Ha6JoGBwepi49WoxxjdfESIgQmrT/22TExm9Foc+ow2xothEKasFCBRnH1yEkkuB7mCLqIa8f8OQYPBooLTCA+G4oRs+RwOQ5J5JA3WrOpUhuuLNfNfaUryskgaoo1OlTc9SmTJotFZTtLzlRxPcfJOlqotBy6saZly/XQ7WRid7NmzcRtniQgNMsRGDVa+FlOFEH4cHmKUeMJ4yZi04YN4mINVRNd8HjRqotajoDg47hnQozg5j7TdWaUm4ncHAdtb5JZc3JZ5iwSgpzFiODmMTL33dHRSQWSKsu5R+uXIOUFzdl1tF5ODFYN01BMmFCk+BrHOFerWhUFBXKMRrM/i4BigISf62Ez+zahyBKnjFbzM1kEmgxklJdjw8BMu7ZigQpoadnkyZ0bNeUYsB9ykFiInEfRVEygqDR2NIbIax07tEeNGtXEks2LHDmyo5T8Thwp06d3T4wdNRJT1SSzkacOMyeZZV8ih/PRba1YsYKCLItkNZFjyoCHMZ8ircMIKHJCCFbzo8vcVJbj+G32K7Zr1x5zZs/FhwI99mvWrl1LWdeMYHMuRduZtwlFQpJjrglXusGcSYfJ3XSdo4OiaS0SjHy+aNFCldPYsGFDufGUUN+BpRsmTpwg61qlluPFzEetlxe7J3geaigmUCgaM293UmkvthNCMB0naikCE4pmMfx+ffuofj6jED4fWfPZGH7HPsWhQ4ZgGCeGGBpZ9qDIPsliAp2noCji84iIM0sQcEieMQt3bGbepitLzbVOCsEIMxO3mcpjW47AtsSpWfd55YqlKoVm+XKjcJUqR7BiOVavWhkOQROI5nMCkWCkOPyOI1poIfIx5uUIjNm3Tddu164IN88EIZfTenVisGXo4IEI8ddQTNBQpDtslCSIAKI9MNqDIiPDfCTkDCj2D4ciIUcNs1PNz4BiQQVFutyMFkcHRcqEIoFIhScxx6JGC8c6KyDOM0oT2KvREhWKy5YuVlDkkDyzxCmhuJJQFEvNdJefB0VbIMYUiqYIP1s48m/b97VenRQU5cauoZjgoRjzwlV0n5X6GBM0EG6mCMWIPEX7havYV0jYEaRM82E/H1OD2HfJ91izxR4UKTMlJ8JqfPWFqyJDcRGWLlmkwLhs2dLwYvgrqfAJGlaqvkOzkp89KJoyJ5qNCRS1/hsx/5PT24X4+2goaii+fijSteY6uQ8cLcOJVBmA4PjqVi1bKAvSFogJFYpa/5127fpMnacaihqKrx2KtAK7yzrz58urEsKZu8joNUed8DVGtzlxrKmECkWt/1affbZTje/XUNRQfO1QHD5ssIpQs5AVU4AIRqYDlS9XRu0TocmkbiohQtGYHELrv9ZnOz8VKPbXfYoaiq8finxkUKZ7t65qX7nf3Be+Zo5ySYhQNIb6cWKIbVpxQJ9++qmaM1RbihqKb6RP0Yw8M5hCyBF6hCBfS2hQjEjg5nA/rbiijz/+GAP79TOgKJzRUNRQfK1QNMFIV5nD5ChaiQkJiiYQTSjayt5FqvVmpaGooaih+B9AkQA0wagVt7Rjxw41lDVYoEjOaChqKGooviH3WStuavv27QLFPhqKGooaim8Sirayd2Fq/XcyoNhboOiroaihqKH4JqCoFbe1detWdW4zJUdDUUNRQ/E1QtHeBagV97RFQ1FDUUPxzVmKWnFfm7dskfO7l4aihqKGooaiFqWhqKGoofgaoagV/8R0KRYB04EWDUUNxVcIRROMWvFPmzQUNRQ1FF8PFCm+phW/tGHjRjnXeyDYT+cpaihqKGooamkoaihqKL4cFA0waii+PdqwcYOGooaihuLLQtHWWtSK32KuYs8e3eMzFANfEIqFBIhFlEoXLyowLB6ucqVKCBRLPAOKFZTsQlFUs5oNFEXhUKwlUKwdHRTroiFFMNpAsalAUQGRaipQFL0sFE0wUpGhKDAkFLs9C4o90Kd3rxhAccAbhqI8TpokUJwcDRSnCxAJxhlRoGgUsJovYDShuCgcigsVFFl/eamC4hIFxuWilQJHW/dZ6+3RunUfqgJuwf7e8Q2KFgXFdKGByJMjq8Awt1Lh/LkVDJUEiEUFgsULF4ikkkULKZUuTiAWQZkSRQWEhKGhp4FYVsHQBGIEDCsrEYi1BISmCMS6AsO6NWso1RMLsT5hWJsgrIOGdQ0RhE0aCAAFhEr8u2EDNG7UQNU0bta0sarJ3EIg2EqpGVoJCNu0aI7WLVsIDEWtWygY2oOgPRDaWojdRAqASl3RQ0QIKvU0YGhAsGe4+vbppar49e9nQJAF7jlJLGtaGKVNBxpSpU2tdZ6HGxA0QUgIjhwpIBw1Qmn06A8U/DjHoikFQSsADfgZMiv5sbTp1CmTRITgZEyjpk7BtGlTFQhnzZwu8CMAZygAzpkzy4CgiJX8FsyfqwC4UMFvARYLAJfYWoWi5ctEy5dgharkt1wsQbrJK7BatGb1Sqxdw0p+4iavXasVr8XfMELsU+R5z6nD4icUxVLMkz0LCubJqVRIrMXChKMCpGEtFqO1aKMSAkbKhGOpYoUVGE2VLVksEhwrlS0tKiOALBsJkNUqEZAVUF0AWaMK4WioZlUBY7VqAkexEkV1bAEp1qKtpWgLSGUpWq3FxrQWBZCmC928cWO0bCJWIi1F01qkWggoBZJtWgkcRW1bi6XYRgBpVXsBZQeCUtRRINmJkBR1JiRF4ZC0qnvXzlaJpSiwVNYiy55a1VuA2adnD/RVbnRPAaRYi1RUi3FAPwwRa5FV0SjW0R06WKxFsRqH01oUjaDFKPpgOEEpgBRr0dQYq7UYbjHawtJqMdJaVBJYUqrcqRWY06ZOVtaiqZnTp2LWDIGlaLYAc47Acq7Acp7Acj5BKVogsFwosFy0QEBJi1G0RKC5VKC5dPFCLCMwFTQXCTAFlssFlsvFYlwuFqNWPJf8lrz5idatXa3O/XgJRR8PV7XjGcJCkCV9mFLWDGlEaSMpW8Z0kZQ9U3qlHJkzGMqSAbmyZrRRJuTOltmqLALdrKJsSnltlC+Xofy5sqNA7hxW5USBPLmUO18obx4RH2nFyt9WFc6XT4AdWUUKyKNV/LtowfxKxZR1W1CJLr+pkkULK4V3AZgqXiySypRgf6khwxIuYUiAryTQp8qLVUzROjbEG4H1ZlC2rPWRN4Yy6sbArgTVnVDRqkpyo5AbRFUbVa9USXUtKFVhF4P1xlHVUM1qhmpVqyI3D7mR1JAbiVV1bFVTLO9acmMR1avFG0sN1KdMC1z10xpqQNWl5IZTj90TcsOpb1WDukqNG9RDk4b10FRuPM3kxtOsodx4GkWouboJWSUWe4umlNyUVH+uoVbNqaZoTcu9udyUtOK5+DsaaiceWMUypeBv8RAoWpAlY9r4AcVgP28FRV9Pd3i5usPDxUbOz5anLGPII5I87MnO5ylPSrYbsS7KzudNOUeRvddEUfcpqmzXyederp4xl1uELDZ/P19eUdbF5zGU+qzN35Fkrt/YH4u8FhM9vR6rrPvnqeSlZGzXYiOb5aN8zq5s9tFW9vZLK/7LPFd93D3hK3wJDfCNP1AM8vUW99lNoOgmj87wdnt5WV5Erq9KTkreUWS+Hp283UzxO9g+txGXe47srTu+ysvlzcjTxVHrbZSzo9z4XASMrggLjEdQDPTxFii5InM6FzSu44yB3Z0xoLsT+neLgZ63HN839az3osrecravxUADosjeMpH0Att4Lfqv98M83i+zH7FcRz9KltWK/+prVf8eTujVyQnFC7mK5+YmUPSLL1BMczDQ4i1mrjNKFnXAjk2u+P0nV/z2Y2r89jAGemTnNVvxfVP23n+WbD/7OmW7Pdvtv2lF3a+EJHvHg3rWezHRy37+Vel539GUvfdNxeT95y3zLJmfj8l27L1u1S+ULPP749R48L0r+nZzg2NKFysU08V1KIYGZUyb9mCAxVfMXFeULZ4aez5KBfydVPSulpaWViz1TiT9+mNyDO7tDIcU8QqKIQJFH4GiG8qIpbhrs0Dx18TAL/+npaWlFWv9+8s7Inn84//w+H4SDOjhDMf4A8VMCoqBFgu8nJ0Fiqnx2RZCMYl8OSH9EyG/lpaWVowlQPz5XUO/E4qJ0b+nUzyH4lYbS1G+oJaWllaM9bONfhMo3qOl6CJQZPQ5nkAxS9q0B4O8vBUUS4v7vHNrCoHi+8r8/UdLS0srpnoi+tkqAeS/v72j3Od4ZylmSUMosk9RoFgsNXZuEyj+JlD89f+0tLS0Yi4BY4QEir+/g58fxEP3mVCk++zp6oiyJVLj4K6U+PffxKJ3tbS0tGIpgaGSGFaiP35JgqH9neGQPB65zxmZp+htgZeLM4rmc8LSuY64eC61KJkoqZaWllYslMTQ2eS4eD4ZPj+eEp1bucIpJYf5xQsoGik5hKK3izvSBrmhXHFHNKrtgIa1Uj1HqQ3Vtj7aUSOlVIZqy2dMma+Fy1z26c9ESF6PqkjrMJejzGVsX7Mnm3U9JXvL2b4Wk9ftvRdVMV3OVHTLm69raf3Hkmu4cU1RnVSoX90B+bK6wss1HkGRw/xCfHzg4+4Obw83uDo5wCkV5QiXVE525Wwjl9TRvJ/S2So+d4yslFHF5W3lKHeWqHKCU4qoirIMnyvZvJ9Cvks0cpb37Ymfc5T3TZnrtX1NvZ5cXhc5JpfnNnKyUdT3oipiudTiYry8UiczlcpGtq8bckiaKkJ8bsr29WiUOqmsI6mDVfyb4utaWhTPh5RIRSVJBTcHJ2GLC8I4IUS6+DZLjpeHyFNkUfKzeCv528pLXrNRpPdEAd6G/C0+sqzI5jVDPmCyuFLU119AgT6+duRno8jvBfnaiM9t5esXrkAbRX7N35CfP4LCFWDztz+C/a3i36aeeh6A4IAAhJiS59Er0Hi0u5y8FxAbBckdmwoMV1hgkI343FCaSH8H2ShYFBpJYfKalpYp4xwRBQXLue4HH09aij7xB4rmJLOcTzFj2lBkzZheKRvnSsxMGXMl5sySETmzZoqk8LkSs2dR4szdeXNmQ94c2ZXy5cweMUeiOXltnlxqAlul8Fm+86CIKWvpA7P8QXGWPSjMWb9tZcyLWFLNh2hVscJWFVEqVcJQ6ZJFRcVQplRxlDVV2hDnQSzPORBFFcoaqliulKg0KpYvg0oVykaoYllUDp/zsByqVuLkuOVRvXIFVKtcMVzVq1CVUKNqhNR8h9Upo+5MzRpVUaumMb9hHZZYENWtXR31Iqkm6tXhRLq1UL9ubdSvZ6hBvTpoWN9Qo/rmvIZ11byGam7DRvWtaoCmjSmWYjDUrEkjNG/KGjURatGcaoKWal5DUYumaB2uZtYJd1sqtWtDRZRpaN+Wk+62Rcd2bdBJSyuKunRojyoVysHf21OMgXg0n6IJRaNGSxZVn8Wo0WLAqjAhZZ11O+blCDgBq72iVWVRpbwARcBStWL5iElUWZtF1WeppCZKtS1HYDvbdl1OjMoJURUoagkgBBL1rRIwNKQEDI1EjRsJJAiHJoRBQ4FBI7QgBBQImoiss22zNkur5mjduoVS27a86FvZKUfQFp06siRBO3TuxJm2WZelI7p17aQUUY7ArMkSoV49u9ktR8BZtk0NHMB6LCxHIBrc31qOYBCGqLosgzGM5Qiircli1GUZo8oRjMS4sdaSBONGY0I09Vg4u7aaYXvyREyeMglTpk7G1GkUSxEYmj5jGmbOmoFZs2cqzZ5DzcKcubMxd95szJs/F/MXzMOCBSxJoKUVWUuXLEbnDu3EWmSNFoFifCtHEC0Ubaw3s2CVKaNwVUFVhoAiGM3ZqY1qflEKV9nONB1N4aqaLFhllS0Ya1sLV9Vm4SprNb96YkFRnB1aWU0izgZtqglnhFZlCASKauZnAaLNzM+s00JrSFlELFrVsgXa0SJSVhGtoTbhai8WUYf27ZQ6yh2wU0cWrDJKEJi1Wkx169ZZ1Wox1YMlCHpEFK2iFBj79rKqN/qz/ICAkVKAHDQgXAQki1YNtRarMjViOOE4XJUgMMoQsFgVSw+MCte4MaMxfuwYpQnjxxkSOE6YYFN6gGAUTZkscBSpmi1TJykwziAYZ05XmkVAziIgZ2H27NmYM2eOAJISSGppRdHChQtU+Q520Wko2oViSYEip+CnYgdFBUR7UKwjULTWaDEr+bFwVSOrWMCqaSNxHa1T47PEqRKLWIlUESsBowFHsRZFbVuJqyhSbqICo9VVtLEcn13ilIWsCMWolmPkan59VG0WVvMTWa1Gsy7LQNZmsRayYjW/IYPEahQNVUWsjEJWRjErFrEywGjCcbQVjKbGWsGo4DhubLhMQE4UOCrLUVXzEziKpkwiHI1CVkY1P6OI1UxW8rMpcTqLmjXLAKVWgtfMKGJ1R1478RCKtiVObaH4siVO7ViKr6DEaVQomsWrTCiG130mGFnVT4DYhDVDrFCMtsSpANEoXNVSSZU4fSEoRilxGg0Un1/3me70f1Hi1Kz7PEWgaFvidKoAkWCMgKKW1rM0d+5cuY7iNRR1MXxdDP9ZxfANKKrazzNnaGk9LblhUurGKZo7Z45cSxqKGopvGxSnChCtLnQ4FK0nv5ZWZPHcoDdhaO6cWepa0lDUUHyroTiTfYtaWs+SDRSZyqWhqKH41kHRLIQfLnGntbSeUpTzZPasGSrPVUNRQzGeQjECjJMnTRIoMvo8CdOYmqOl9QKaNXMaWrdsFgHFjBqKGorxDIqTmbMomqJyFo28RZWzqKX1ApolLjRzgDUUNRTfHigyX1Fc6SmTpmhpxVozps1Aq+bNNRQ1FDUUtbQoBcVmGooaim8VFLW0XkS8mU4SKE5To8biMRRfdESLhuLbAkUGWsKDLUoCSi2t2GqSoenTJsu11SQ+QvFlxz5rKL4dUCQQJypFQFFLKzZ6S6AY6BOdpaihmGCgyEkhJggUJwgUtbReWDyHTK9jPKZNnYwWcp1pKGooaihqJUhxxiWeT6aYwM1Ji99aKFIaim8fFBUYOYXYODmhx03Q0oqkCc/VeBuNE5ldMhPUUD/O4E4gkjNxfkRLaKh7UNpg/4MBFg8FRZYjyJIhrQJjvtw5wqFoAlFD8e2FIk9k44S2PcG1tJ4nnjMR583E8Uagjq4z5/EcPLA/KlcoB19PNwR6eyFjWNB6f/84DEWHJEmCPFxSH/R0dgDF4lX+AkhW3cqYJhQ5MmdEvlw5FBiLFsyvZB+KnE+RYDQnmbWdT1FDMa5CUUsrNjJunLYyrEJjBvcJKhWHkxYPGTIArOVTrXJ54Ud2MbZ8FV+8XZ0gBth6fweHuAvF6tWrB1WuXP5gvlzZECjmraeLI5xTJ4ebY0pYXJ0R4O2J0EB/ZEwbhhxZMiFvOCDNWi0Fw2u0RD/ztoaihqLW2ySCkN0tjDbTIhwn59UQOU87tG0l12wlFBQPM11okFiHrnBNlRwuKZPDz9NdOFFQrtea65tUqRI3oQjgnfPnzwd9/vmJg59+vENNItqhXWsUyp8XfuL7OyRPilRJ34erQ0rlWrM/ICzIH5nThSFXtsyqKh+r7Jkw1FCMH1BUxay0tF5QhCCT+vk4fOgQdOnYQRWUK1ogHzKJd+kv8HNOkQzJ3n0Hyd9/V3mfFUqXwrhRo3D48EFcuHBh/ZkzZ+IuFEVBf//998F//vkHjx//hOvXrmH37l2YNXOGUL+1kL2wCr64s0C+0N4ltViQbs4KkGmDA5AlfRrkyZ5F9T3SciQQWcnv6XIEGopxBYpaWrERQThxwlhMmjDOsAgHDUBnOe9ZLI5lhLNmSC8epRfcUqdC6iSJBYgpEOrrh+IFCqBtyxaYMW0qjh4+jPv37+Pvf/6GsGa9cCfuQ/Hff/8FRTjKczx58gS3bt7A3t27MXf2TLQXINBVZiDGWczhVEkTwVkgSUAGEZACzqwZ0ql6zyyDWqZ4YZRXMCylgBgBxZIaihqKWnFRco7wPDHPFVqCHO5Jd5nnWbcuHeS6qoVSYvhky5RB1XEmA5K/9y5SJn5fLEJ35MuVS66vJpg+eQp27dyJm9evK5aQKWSLwZi/4wcU5RH410bWxi/x22+/4uaN6/hMvuQscbHbtW6BEgLItMGB8HR2hFMKsSBTpQi3INMLIHNkSo/8uXIIIGk9FlVQjIBhVCiycJWGooai1mvT6OdIlqFFOJ5ZCLQI5W+eZz26dUGTRg1QVgycnFkyqbQa59QpBILvwTF5EgRYPJEvZ3a53upgrLjH27ZuweXLl/HrL78qdkS0CLjESyjyu5hSL8sfpPyff/6pqP/VrVvY9dlOzJw2HR3btEXpYsWQLiQI7s6p1IFySpEUXi6OCPS2IENIsAAyIwrmyaUi1HSlWd60asWyVhia0lDUUNR6bbLCb9zo0cbfAjBq3BimZRklbsePHSvn0lA5R3ugaePGKF+mNHJly6oix4wrpEqcSNzjRCq+kDNbJtSvW1Oda1s2bcSXly7ipx9/xB9//KGsQhOIfDQlz5TiFxRj0fgl//zjT3z/7bfYt2ePAHIy2rRsplxsZUEyip0imTKvaU2yzyF9aDByZs2k+h9Li3tdsWxpBURCMKpqVKmsofgKoailRY0xa4CPNSLIrAPOmuGsO86JYKvI9Zg3Zw4BoR/cHFIhVZLEcEiWBBYXF2TLkA7VKpbHADlH161dhUsXv8AvvzwJB2BMW7zpU+TOPrNFgD5CfJADwrvD48eP8c03t7Fv727MmjEd7du2AWtApw8NgqerE5xSJlNyd3aAv48n0ocFy10oCwrnz6vc60rlyigrsabA0CyCTyBqKGooar24eB5QY+Rv5R6PG6MsR54zfXr3RMsWTVG1cgUUyJMToQH+8HRyhKNAkLK4OiJz2jRybZZFn549sWLZcnxx9pwKmPz666/hFmFUPa+91VCM+pLZeLDu37uPI4cOYoaaIaMpCuTLo8xwI4qdAs6pUsCDgLR4qHym3Nkyo3ihAmDR/GqVyqNW1UqoVa0yateoJhIQEogairGColbCFqFIABKGDKKMlHNjoJxTDJrWkGsrf95cCA30k2syNRySJ1HykL/DAnzUtdhJzvUlixbg/LkzYhH+8hTw7F37MWkJCoo8ZhGie/2H6me4ffsr7N+/V5U9bNe6FUoWLox0QcHwcnGGi0MKJQ8XBxWkySAWJFN8FCDLlEI1caVriZXIPKg6IgIxEhRFtlBsqKFoQFHrrRF/z5jKhKEZReZ50a9vb7ST85hGBj2zdCGB8HJzVl1blIcYKmmCAlCiaGF0bN8G8+bMwrEjR/Ddt9/i559/xl9//SXX8z9Rr3abf7FrCRiK8oK1EZD//PM3fvvtN9y7exfH5YDPnTUbrVu0QOEC+RAkFqSb3KFcUieHqwCS/ZEBXh6qDzJPjmwqQFO5XDnUqFpVwEgQ1lIwpOpZoWiqgQCRYGyYEKE4XKBIjZALRCth6YMI65CPgwb2Ryc5P2lAFC6QH+lDguAjIOToEnZjMa3Oz+IpbnMuVT9l7uxZOHniOB7cv6e6wxhYjbAMBXwCxahgjPgXu/b2QPEVNR7ov/78Ez8+eoRbN2/iwIH9mDN7NjoIbEoULYiwID9lwruKe+3ukApers5q+GHGNGECyBwCyCIqlYd9jPVr1URDgrBuHdQXECrVr4sGIhOICQ+KI7TeKg23ynrDUzc98QYEhKMUCAlBwzUeLOdLFzkn69epKddSIWRKnxZ+Xp5yHTmoYXYuKVPAz9NDgbB5k4aYOnki9u7Zg1u3buFH8egIQvstAoSvomkoPqMpQIpp/kRM9G+/+QbHjh7Ggnlz0EmAQ+swlBEwx1RyV0umHpkHGcA0nzShKkJWqmgRVK1QXrnWyjokCBUQRVYgJjwomheR1tsgRoZNhQORfYZiEdI6HDJwALp16oiGdWujtFwP2dKnQ6C3p8r4oDVIq5DXTY6smdQ1MnH8eOzdvQu3v/oKP/30k9U1fjWwi2nTUIxh4w8j+6GGGt66dRMH9+9XfRsd27UWQBZESIC42AJGR/mRXeWRfSLKgkwbpmbhYAS7WqUKynpsLFBsLIAkDE01btzgrYei1lugYTYyXxth9BerPkYB4uDBAkI5xxrLeV2uZHGVVB3s56sixy7Jk6nIsZdAMXvGdKhboypGjRiCHTu24ssvv8SDBw/CQWirN9k0FJ/T7Bnm4YCUOxmHGh46uB8L5s9FFwEQx1qGBRoWJJPEmVRqcXdBkJ+3ADJUjaIhIKtXroB64kYQiE2bNEJTgSHV/C2FolY80PAosnlvhB19IDAcOZL9hcPld++P7nJ+NSEIS5dAruxZ1HXgzYCJWISMHLs7OiCrWIq1qlXBiCFDsG3zJlz84hzu3vkBf/75x1Pw01C002TH4h4UbV+wvsgfjUEajqQ5uH8fFsyZic60IAsXRLC/L5xSpUDKpInFVUiuLMgQf29kSR+GAgSk3ElrVK+KRg3qKxASgKwXYQLRhGIrKxRbtRAoitq0EiiKGLVr1+Z1QrGHALHXc6BIDQiH4pDBJhgNKGrFDw2PInvLjFDZAyOUizxUfmeeM83kps6BDvlyZEWaIH85x50UBDnemEBMFxqIyuXLWpOq1+DMmc9VQNPWNY6Anz292aahGNv2nN9LDiie/PwYN29cw769ezB/3lwFoLKlSlqHGjIPUlxsOVkYbQsVtyJL+vQokCc3ysgyNatXU/2MzQhDAlBA2JowtKq1vEa1FSBSbw6Koj697ECRViLVX6A4QKA4UKA4UEMxvmmIgDCK+Brfo6VI95hAHCy/b4/u3dCiaRMVUCyQOycyyHnt6+EGZzmvHZIlVnmFGdMEKxD2k/Nm1YplOHHsKP73/Xf4/fff7Vp+GooxbLJjcQ+KsWy8G37//fc4dEBc7Hmz0bljW5QqVsiYzSdFMqR4/z04JE0CD2dHcbFZaiEdCubLo3IgmfdId7qNQLCdsgxbhMuEonKfXzcUBYamnoZi/3ApKAoQTSgOlYsqbsqwZJ+WvWXfNtn73pFFGNI9VrmFYhESjH1791Q3Y+blFsqXF+lDQ+Dp4oyUSd5H0nf/T03JFeBjQckihdBNzrPFixbg2NEjuHfvnupqik9NQ/ENNeZQ/fbrL/jqq5vYu2eXmu6sS6f2am7HjGlC1AQV7IN0TpEc3nKyhfr6IluG9CgsJ2DFMqUFkNVVIKZVKwFk21YKhqZMIP4XUBw4oJ9SJCjKhRVvJC5guOy9/7bJetOKKgXDYQJDa/CEwRKeC+y/rlm1MooVKoAs6dLC39MDLnKOOopFyIAi+w2LFymI9nJj5gQse3ftxu3bt8Ui/M2uRRgfmobia26mW6AcAXmke807J/sgaUGyD3LerJno3L6dSuFJE+AP99QpkTrx+0gld2EGajiSJmuGtChUQABZvoya/aNF8yYKjgp8HdqrR1sImiBU8OtG6AkARQSfUo/uctL3FPD1QC8BH+HXW6yBPgp+vdUoA0pB0Ao+BT8B3+AoF5O6oJSbxUikNUVjWHzQcKvsvfe2Sn4j28ixiK7xB/JIC7GfnAO80TKpunjhQsiULg183F2QWiCY7L131CxT/l7ualb7lk0bYeqkCdi9a6dKWfvtt9/Vuc1zPPyctyo+NQ3F19xsTwx1ctg8MSH526+/4tuvv1YT5s6aPl2VXOAM4ZyUgjlcZj4XhxoGi4udPVM6FBNAVilfFg3q1RFANkVrcaWptq3pTlulLEexGjuI1diRwDQl4OzYUSQWI8Gp4NkR3bp2RncCVMR56qieAtBePbuhN61GUR/Vx9hTXTxUfwZfqL42FmQ/qp+ov1ack/X3sbH2eUPkBCn1a9dC6WJFkT1jRpVv65qaGRRJ4OaQAgG+XsibOxsaNairxinv2LYFN65dxZMnPysQ8ly2Pbmj/otPTUPxTbfI545qJhzVfJA/P8G3336DgwfEgpwjLrYArEyJ4kgXGgIPZye5UydVd2sPx9QI9rUgW6b0KJA/D4oVK4ISxYqhVPGiKFWiiFVFUbpEMZRhLZpSVtnUpilbsqRKnzBVvkxJVChbKpJYnqFiudJqAl5jEt4ykVSlQtkIVSxnqIIxOW+VChXivCqVL6dUuXz82N+XV3lUlt+oUiX5zqIK5cqgWJHCAsL0akJW51QpkSppYjir0SWear7CenVqqRzErds249r1q/jxpx/x+x+/R1iEch4bj1FPblvFn6ahGAebAUnDxf7f//6Hw4cOYc7sWegkVh+nO+OsPXRpjJKMzqrwjo+nu8gD3p5u8Pai3EXy/FWKtbftyd6ylL1l44Js9tEix8mU3WXfJtl8b18vT3GDPeTccYGb3GAZ9HNJnULOH1dkyZgWNapUxJABA7BxwwaVVM1hdrxpG+B7u5uGYhxvPAl5Mv7882N8Jxbk0SOHMX/ubLRt2Rw5s2SGt7sA0N0Vfm6uCpCelJsLvEQWec2iHp8W39dKWPJ047nhJH87wcfNTSTnh4sjLO7OyJQ2VKzlsujfpxfWrF6Bixc4L+FdNS8hLcKE1DQU40kznJB/VbWxJ788UQmwjA6HWKdZyiqWQFlRVW/KHdUs9lXdzmsvpGdsIyZ63n7wfVP23lfbN2XvfZH6vLxf1eIWrkjLPGcdz90Hq573/nP1jO8QGz1/P+UY+LiihLcLMoh34e3ipBKrmzVqgGVLFuP8ubN4+OA+/hDXWM06Y/MvITUNxXjSbHtmaD0+fPgAq1YsVbVlfJwdUd7bDbOCfLAr1Ac7Qy3YGeKNz0J8n9IuO6+9kELtvBYLPW8/+L4pe++r7Zuy977I/PxOG0Va5jnreO4+WPW895+rZ3yH2Oh5+7Fb9HGYP0YGeqOgu4uap5DZDJ/t/ASPHj2yCZgYzbwRayjGoSY7pqEYTePd/NCh/WpiTj9XufvLnX9xoC9uhvrjWwHjV1SYr5ZVt8P87L7+9ovfm+eCD76Vvy+EBWBMkAXZxbvw8/BEp7ZtcPXylwLEv6xnlm4aivG0sZ/nyuUr6NmjO4ID/JBR7vpDfb1xMsQPN0N8cI0SMGolTF01JdbhlVAv+duCW6F+2BfsjfZ+bgh0cUSGsLQYP3o0vvvmG3U+WU3DBN80FONpo5tz985dzJ09G9myZYGvQyq09HHHx8EWuSi85WIQ2V4cWglKV0SX+Sg3xyshXiILboibvjHQghpervB2dkChAvmxdu0q1RWjoKibahqK8bgx6fuznZ+idOlSalqm8nKyLwn0xJcCRQVGm4tEK2HJgKI3LsvN8ZpYh9SX4kLPC/BCYXcXNZSUlSiPHD2I336PWhg+YTcNxXjc5Ljg/NmzaNWsGXw83JHT3Rmj5KQ/LRfEdZsLRCthSkGRN0gB4nWxGE8JFIfJ+ZHO1RH+3l7o2rkDbty4JhCIXxM2vO6moRiPG12er7/6CmNGDleTSoS4OKGtryd2BfuIq+Qt1gJl/4LRSgASENJSvCLi+bAvxBcd5PzwdkyJDOnSYPKE8bh37y7+BdNvzKJPumkoxuOmUnMePVT9QpzFxNvZEVW83LEm0HCfCEVaCldCLapPSfczJiAJEBlkIRSvhniJ5+CNTUE+qGXxUHN5FiqYHxs+/BCPHz8WFP6tpKFoNA3FeN5Y7vHY0WOqKBaHbOV1c8SkAAvOyYVxXS4IXhSXQ73k0UtDMSFJBVh88KX6zb1wSaA4J8ATxeQccU6dAtWrVcXxY8fV+WPA0JRuGorxtBmnsDHC5cb1mxg8cBCCQ4MQ6pwKvX3dcThYXCa5IGghKigqa9HOxaP1dsoKRcLwSpg3Tsnfw/zckVVumhwB1blDB1y/fl31S+sWuWkoxtNmQlG50A8eYPmSZciTOze8HVOhkcUN2wK9jWALoajASEW5cLTeYhl9iSr6LM/3BvugnY8bglxSIa3cPCeOHYP/ff+96pfWLXLTUIynjVD8R4BI/fH77zh04ABqVqkMi7MDSoiLNEdc6AthvuoCocVAIKq8NXXBaL1W0UIPcMdlH2dc9rbKzxVXgplEbWf51yAVZFP9yBa5OfpifZA3qsnN0tspFQrly4O1q1bh0cOHOhXHTtNQjKfNFoo8sa9evaImi+Us3ZldHTHIzxPHQwwomhFIpSgXj9arlXmcr+fOjFtliuKriqXwVYUSuFkoF66lC8DV4DcT8DKheE22dUnOgxmBnijo6QIvZ2fUqV4NRw8dVDPgaCg+3TQU43EzXGhDnHdxyuRJyJopA4LEWmzl7Y5PgywKguxsvxwsF6K4UCoqGeUC0np1uiLQuyIW+vc9OuHxzo/w68lj+OXYYdybMgE38mXF5QAPBU17n42pbohuiW6KIg3piyRuw+hXPiXPB/l5IKOLE/y9LWo29RvXr+n+xGiahmI8brZQZGH+LZs2qVKqTM2pKFbBUrkAL8iFoVxndrxrKL52KSgKiK7nzYJb5Yrjq8pl8FWl0rhRJC+uiqVovm/vs88S4cfPnZfPnwz0wmHREdF5ufHZszyNHFUjP3G3PG/j6wZ/cZ0zZUiP6dOm4j7zE7WVaLdpKL4l7c8//sDpU6dUGUpfT3fkdHPGKHGhT4vrdC3ET11QxsQAL2elaMVAcqwv+7nhssURl70cDPk440rQi/Up0gW+IDDcIze5JRZXdBW4FU2WBKWTJ8VoN0d8JlYg37eFo9FNwiCLH9YH+ai5FD0cUqrSA5s3bcTPP/8ccUfVLVLTUHxLmvyQqrTkqBEjkD4sBCHOTujo66lGMdwUKPLC4sQAGorxS/zdjgZ4YrqHEwa5OmCelzNWertitngCowSILQR0NVMlV7D8gmC0fo5QZJ4q+xNn+VtQ2MMNbo6OqF+7Nk6dPGHkJ9JS1NbiU01DMT43805v1aNHD7F61QoUKVgAPk6OqGVxFyuBs+YQinKx2FgSWnFThJkZDCPUPvVzRz+X1OjinBILvVxwTFzmm3Jj+z6M7/tgrLsT0iR+H00dUmC3f+T+Sn7+tCzLoFtmlqvw8ESvbt1w+6uv1E00/NzRLVLTUIzPzQaIlDG65agxusXdBUXcnTHd30ul5lxjJFr3J8Z5EYjsP2Qw5VNfD/QQV7m1Y0osF+uQLrLtRB9fizb4uCFn0kRIJ2Cc4+lsdaPlffVbsz/RG619PBDo5IT0acIwddIk3Lt3z+hPNM8d3SI1DcX43MyT2npi80T/6tYtDBrQHyGBvsjg4oB+vl44JhcPLUU1t57NRaUVN0Xw7RGXuYXAsErKpGIhCuyCvJQrbbvcbdE+sQ5rpkwGn/ffwwBxr0+p5eR9/tZiTa4J9kI1LzdYHB2UB7Fh3ToVlNNQjL5pKL5ljVbA/PlzkTNnVvg7OaCplye2BzMCzfQcSrvQcVoCvoP+nugoFmKuJImV63xCXGZ7U8ExLYfudDunlAhL/B66OqfC4QCOcTdc6wviHUwTuBYUC9LTxQl1a9dU5XJZOldHnqNvGopvWXvy5Ak++fQjVezc4uyIMu5umM/RLQqG7IjXUIyrIvguBHljpJsjgsTyK5M8KTaKe8x+Qnv5iLQU94ilWFmsSc/33lGW5V6BIMHKdZ0I9Ud/X09kkPWx0H3v7t1w/dpV/PXXXxqKz2gaim9Z4wl/4Yvz6NyxHfwtXsju4oLB4kIfD/WVC4tA1FCMqyL81nq7qnQbi0Cut1iJzEmMLkH7G9FmgWaupImR6t130MwhhYIkAyxM7N4t1mJLizsCxGPInD4tZk6ZjLs//KCB+JymofiWtX//+Qfff/ctJk8aj0wZ0iJQ3KZm3h74NNhwqcwotJHcq/sY44po2R0L9ERrxxTweu9dlE+RFOu93fAlRyJFWdYU3efVAtFs4mY7ChQ7iRt9SNxnrut6mA/WCVCrernCyzE1ShQtjC2bNhjzJ2ooPrNpKL5VjSf7v/jpx5+w6cMNKF2iBCxuTqggF8YKuUCuhPjiusDxiupjNKSh+JokNx67srMsIfZFkAVTPZ2QKXEi5Qr3tfYl2lveFC1L5i1mTPI+nAWKqv8xyEtFri+LZzDT3wuFPZzg5eKAxg3q2+QnWk8V3ew2DcW3qhlnO0/80yc4uqUFfC0eyOfugvEBHjhnTc3hkD9jkgjdx/haJMf2sr8bLns74bLFKl/XaEe0EGJ7xe2tlioZUr/zDoolT6IsQHPaL3uf4esc4jfG3REhiQjFd/GBuxPOyDZuyu96Rn5j5idm9HCAv48n+vfti690fmKMmobiW9WsZ7v8992332LMyBFIFxqMtC4u6OrjgQNWy9CEIqep56zMGoyvTuFjm7OE4Xq+bLhZMCduFsiB6zky4Eoav6fGPhNul+S1hRYX5E6aCKkEim0cU+Kg3MSisywpgvRgAN3tlGJZvgvf99/FdLEaL8pvelN+033y2ebe7vB3dUSmdOkxa8ZMPLj/IAKIlG52m4biW9oePXqEVSuWoWC+vPBxdlKjWzZy1hy5WK6JJWG4z8as3DpN59WJ1iBnyflhUB81O87vl7/Eb5cu4sGCubghcLzs7x4JioQb3eROTqngI2DLbE3C5hRjTM5mhPl22NP6WrTO2w05kiSCg4C0Ysqk2OTLSLX8xmEWrJPPV7EwP9ERJQoVxZYNm/DzY5vxzhqK0TYNxbe0/fbrb9i/bx9q1awOTxcHFJYLbVqgBecFgNdDPa1ANPMXNRRflRQU0/jj3uRx+OveXfVb/PvP33j80TbcLJpXTRRhC0Va7ByVUjhZEnGd/08la68R2J2WG9gZAdvndnRWdEren+jhjEBxnd3FdWak+lCgp9E/KcCcGuCNQm5u8HJyQsO6dXHs6BH89vvvUDnbGorPbBqKb10zzvi///4LV65cQa8e3eHn5YFMrg7o7eeBQwLAa2FM8KXVKBex9eLUejUyoXh3wmj8decH4xf56y/8tH2zQDFPJCgSYOdk+XEejkgjcEssp7zv+++pFJuCAslCyaNXXnk/RKzKpALSoETvYaoAkn2MyvIU9fGxIIOrC3x9vNCnby9cv34Nf8k5oUpYqHNEt+iahuJb13jC/yPWwD+4e+cOZs+ciWyZMyHYxRGNLC7YFuIpIDSmmbK1WLRejWIDxa9EB/w9UD1VMuUChwoYuzqnxiyx6md7uWCWiI+m+Jya7+WsRrFY3nsPSeUyKZciKbb4eIjLzcCMBbtk/U3lRujv4oR0zE+cNQP37nP+RLO2s4bis5qG4lvXDChSnDPvo+3bUblCefi5u6K0pwsWBXjiEi/gMMN9jpg8QOtVKLaWIl3nfMkSI6VAkXDc6eeuZsD5IY0v/mdHd/go78/2dBKIvieus5G+cySQsyHJ9sO8sUb2oYIqPeCA4kU5f+ImY/5E63mhofjspqH41rUIKP7555/44vw5VbvFz9cb2Txc8YGaeNYb18060BqKr1SxgeIleZwvll+2pIlU8nUHp1Qqohx14gdbcaTKEVmmrWNKuL/3LvKIq73S4oqLQfxNfeWGx/HOFuT3cIG3mzMaN6yP48eO4Pfffw8/LzQUn900FN+6xh4jcZ+pf//FHbkwZ0yboka3hLg6o624WbvlorsRYlGJ3BqKr1YxhSKtxPOy7AQPRzXtF5Ov+1tnubG3XlP87CIBac4kiZSVyFEsnISWQ/tuyO94WpbhzEgZBYiBvhYMGtAPt27dtNZj0VCMSdNQfOuaDRTl3xNxm7Zs3oiSxYrA18URlbxcsZIjWuQCuh5sJHLrYMurU2ygeFqW7e+aWgVKCMYZ4hJfDDbcYHvr5mc4YqWbs5G+UyRZEquVyBucYfXvDrWghcUdQS5OyJwpPRbMn4OHD++rG6SGYsyahuJb14zoovmPo1tOnDiBxo0awiLWQ143J4z398KZMGO0BIeDaSi+OsUUinSDGWSpnzq5Sr6umDKZNc8w+lEs/AwnjCgk7nbA++9hiFiWBCstfkLxUqg3VgtUK3u4wtvJESXkRvjRRzvwyy+/qP0wYGhKt+iahuJb3uQHxk1OPDtoIAL8fZDW1RHdfD2w35qbeEVD8ZUqplBk5PkTP3cUSJYYTuIGc4Yblh7ge/bWSyvxjFiE3Z1TKyuxQoqk2OrrrvIcOckHJ/s4K7/pZHGlC7g7w0ssxUaN6uPEyRP4neOddYtx01B8yxvdpgcPHmLxokXImTM7fAWKtSwu2CgWBUuf8oLTUHx1iikUOcPNHn93laztJ1Zfd6fUOCRAi25oH/MPWbCqePIkKJY8KRbZFKoyf7+jIb7o5eeBjGJB+nq5o3+/vrhx0+xP1C2mTUMxATS6T7t3foZa1arB19MNRTxcMCvAW83MzM55HWh5dYpNnyInbxgiN6lsSRKhi1MqcaftQ5HLfiLWfQNxtQnFaZ7OalSL2p5V/HtnkC8ae3uonNRMaUIxd/Ys3DfrsegW46ahmADaX3/+hUsXLqJPzx4I8fdFZldnDPC14JiG4itXTKHIfsMv5XG2l7MawdJEgLfL30Ol45h9ioQhLUSWHOgqliQDK6PcnHBGnjPabG7T6Bv2xqogb5Tx9BBvwAUlixTC9i2bVX6ihmLsmoZiAmi8KO7fu4t5c2cjZxaObnFGU4sHPuaFFcaxz8b4Z+1Gv7xiCkUuy8DJdj93lEmRVM22vcDLRUWf2d9IGF4M9sYBcanHuTuhvWNKzBAL8SSTtG1uYvzNCM/zYd6YEmBBLnc3+AgYmzVqiBPHjqr8RP7+pnR7ftNQTCDt119/xaeffIxK5crATyyJMm4uWCoWxyUBIoeGRUDRN/yC04q9YgNFwuxckEWNWy6RPCnqpEqOOQLGT/zdsTfAAx/6uGGwa2r0d0mNdd6uKq+RlqSty0zdCPPBcXns6+uFdMxPDPTD0KGDcfPmDdWfqKEYu6ahmEAaa7ecP3sGHdq2gr+3B3K4OmCsnyfOBMtFZbrQInOSCNuLTivmCofixDH46+4ddewNKG7BzSKRoUjR9T0rn1kh0OvmbLjI7GOsJ+70WDdHrJHXWd3vkhrX/PT2zHXslN+xqbcbAtifmDk9Fi9dhIePHmoQvkDTUEwgjRcHJ54dP3Y00qUNQYhAsaOPWCTBvmp4WHitYA3Fl5KCYpgv7owZjt+vX8XfDx/gr/v38OjD1bhZOPdTUKQINdZiOSyu8moB2wKLq7IS9wsM6ULTlX4WEJlWtSrIB2U9XeDj7IhSxYtj585PlXegW+ybhmICaixa9OHaNShUMD+8XZ1RxcsVq+WiuygXVXhBK+WeGbJ3EWo9W+r4iW6IVXi7XjV806Quvm5UGzfLF8fVDMFq5u3o0m7Yx/it6HuBKieY5XN7y9lKueCiiQHeyCWus4+rC1o2aozzn5/FX3/+af3ldYtN01BMAI0eFMUi6IcP7EfjenXh5+mF/G4umBzoic/DrJYIL1bOs6j6GI2UD60XkBxHWoRfWpzwpZejIR8XZUXaXT6WMi156rrcvI7I9nr5eSKtixMCfSwYPnAQvr51mxe39QzQLTZNQzEBNBOK7Fe8duUKhgwcgLCgQKSTi6inrwcOyoV1nQEWZS0Shrx4NRRfWAIp02KMKrvLx0byG3EUi5r2Tb1mwUfyvLG3BwLEdc6QPg0Wzp+Phw8eqC4T3WLfNBQTQDOhSMuBybxLFi9C3tw54e/qhLriQm9jJ75Yi7zQvpSLjHVbNBTjnjgCySw6RtF15u+1Isgb5Tzc4Ce/pxrvvH0Hnjx5oqH4gk1DMQE0E4oUXejdu3ehWtXK8PFwQVF3ZywIMCYTYGrOlwqMtpaIVlyRgqLItDpvhPjinGiSvwV53Bzh5+WOZo0b4eTx40Z+In974xTQLRZNQzEBNFsoyrHEpYsX0L1bFwT6+yCjiwOG+HnhhFxkrBesCuXTGrG5GLXihmyhSBedqVRHgv3Q09cLaVwdERrkjw+GDsHN69dVV4mG4os1DcUE1lin486d/2HWzGnIkjkDApxSo6WPBz6VC4wXGaegUpaIthTjnuT3CU+bkt+IQZaPg33RwMJ6LM7IlS0rVi5bpvoT2VVi3gh1i13TUExAzbQcOEHEjm1bUbpEUZXXVsHTDcuC6EIb0UwNxDgqAaEa0SJQZO1uBsXUeGd3FzVKqULp0ti3d4/qIlHN/MF1i1XTUExAzbxG/vjzT5w6cRytmjWBv5enym8bHeCJk8r6MFI97F6UWv+trCBUQRZ5/CLUgsn+FuRydoavpwdaNGuGL774QrnOur1401BMQM2EIvsVWbdj9AcjkD5NGEJdHNDexw275UJjFFpDMY5KAdGiZtdhUOyo/N3b1wNpnFMjOMAPQwcPxte3dX7iyzYNxQTWCMV//v0XPz56iDWrVqJwgfzwcXFEZU8XrAtk1JkXIN1n7ULHPRmpOMqNlucfBfugkcUNfk6pkC1zRixeuBAPH+rxzi/bNBQTSrOaibxgqD9+/x2HDhxAg9q1xPVyR153F0wP8MZ5BlusF579C1PruZJjdyXQE1c4ztmUv7sxxM/e8jGW8bvw9/ky1BfLgvxQytNN3dTKliyOzz7dqcc7v4KmoZhQmhWKRkjyH3Gh/8LVK5cxqF8fhAYHigvmgH6+njjCIkjWKKf9C1PrWTJzCK+mC8C1LGG4ni0trmdNg6sZg1W3xLPGPj9P5tA+jok+I1AcKzexHK7O8PfyQKtmTXHm9Gn8qeuxvHTTUEwoLQoUmZrD1I1lHN2SIxv8HFOqoWLbAglF6wQR1otRK+Yi9K6k8cP3PTvj588+xq8nj+OXY4dxb+oE3MibFZcDPAxo2vns82RAkfVdvHFYbl7dfS0Ic3ZEWEgQhg8bipu6HssraRqKCbix/OnePbtRqXwZeHPKKXHFFgRacFEuPkah7V2YWs+WOZ/ivWkT1ZRhbLwBPf70I9wsls/u1GExVTgUw7zxcZA36lnc4efqgJw5c2Dp0mW4f9/IT9Tt5ZqGYgJutCrOf3EOHdq3QaC3N7KLKzbc3xPH2a8Y5YLUipliM/N2bEUosl/xWpgvVgR6o7inM7zdnVGxfDns3b1H9SfqIMvLNw3FBNxoVXz77TeYNH48sqTLiGAnJ7Tydscn4ppd46w5US5KrefrdUORN6sv5LfheOcsLqnha/FAmxbNcfGLL/C3zk98JU1DMQE3WhWceHbzhg0oVawYfFycUMHTFcvECrkkF150sz1rRa/XCUUGvwjFw/LYy9cTIQ6pkSY4GCOHDcM3X3+tLH9tKb5801BMwI0X0J9//oETJ46hadOGyurI7eaMcQHe+FygaA75M9w2rZjo9ULRyE/cHmxBA7HofVOnRp7sObB86RI8fGiOd9ZQfNmmoZiQm1w///z9j6r69sEHw5AhbRjSODuim68F+1kTOsyYQoyz5piTEdi9WLXC9TqheE1+i0vymyyRbZTydIGX/FYVy5bFvj278NtvRn+ihuLLNw3FhNzk+vn3H45ueYR1a9agcMEC8HF2QB2LOzaKC62KIgkIzVEUGorP1+uEIgtYnRGNDfBENjdHWDzd0LJZc5w/dxZ//aXrsbyqpqGYkBuNChE76I8fO4o6dWrC28MVhT1cMCPAS3Xo82K8HGrWbbF/sWpF6HVC8ab8HgeCfdHF1wOhLqlV0v2IIUNx6+YtnZ/4CpuGYkJuViiyXbt2Fb16dUdwoB/Suziir78nDoYZF6NZyEpPKfZ8vU4oXg/1wxaBYh2LB3zFos+bKweWL1mC+/fvq/5E3V5N01DUTbU7cgHPmTUDubJngb+TA5p4e8gFyLG64kaHu88ais/TK4Oi6sONOO78Db6Um9TCQAuKurvC4uaKyhXKY++eXTo/8RU3DUXdVPvlyRN88tFHqFyuHHxdnFBW3OgF4kJfCDHm8FMXsu5TfK5eLRS9rGLpAQvOyA1qrL8XMjs7wc9iQbvWrXHxgp4/8VU3DUXdVOOFde7sWXRo2wb+Pl7I5uqEEb6eqnbL1TBW+KOiXLhaT+lVQdEIcHmpan38m0GWQ2K59xALPjB1SqQLC8WYkSPx7TffKNdZ24mvrmko6qYaLyxOUDp+7BhkzJQega6OaOfjgc9U+VNvXLam59i7gLUi9EqhGOqFS+qGZMyIzlK0Db3dYBEo5suTG6tXrsSjhw/V/Jgaiq+uaSjqZsRb5ML66acfsXHDepQsUQzeYilWsbhjbaCPmjXHcKFfdj7At1+vDIpKhoWu6rKE+mGR/BalvFzh7pgSlSuWw5FDB41SphqKr7RpKOpmQFEkxxmfnz6FZs0aw8figXzuLpjib8EXIf7WORY1FJ+ncChOHIO/7t4xjq+C4hbcLBIzKBKIqpwplxOxyiLnTxwtv0UON2dYPF3RpnVLXP7ykk7FeQ1NQ1G3cChSt7+6heFDByFNWDDSuKRWNUAOqfkVaS3av4i1ImRC8d6UCfjr3l0eXvz7zz94/PF2sRRjNnVYJCiKy8z+xH3iQnfx9TTmTwwOxMgRHO98G39b+xMp3V5N01DULRIUH9y/hyWLFiJvnlzwcUqFhhZXbAryxpchfgJFPXPO86QmmZXH2zUq4odBfXF39AjcGTkU37RshGtZ0xhlCp4DRUOGlXhVzVjkg43BXqhtcYevowPy5cyBZYut+YlW11lD8dU1DUXdIrXffv0Ve3fvQo3qVWFxdUYxD2fM9PdQtVv0bNwxEEEm4gzbl31dRS647COihShWpHrf3ueiiInytBQZcGE97vkC06LW8c5VypfH3l278MuTXzQUX0PTUNQtUmMf1eVLF9G7a1cE+/oig5sj+vq546hcoDfkQtXTib0ZqdmJFGB9cFqej/TzRGY3B/h6e6BDm9a4ZOYnmkTUVHxlTUNRt0iNkcz/ff89Zk2ZhtyZs8Lf1QlNfDzwEVNzNBTfrASI7E/cL8ed/YlBjqmRIV0ajB8zGt9Z8xM1FF9901DU7an28+OfsWPrVlQuVwY+bs4o6+WOJYEWXFJjoc05FiMsGR2AeQ2SY8ruiutyzDcFW1DX4gGLQ2oUKpAPa1evVjMbqaF9GoqvvGko6vZUU6Nbzp1Bx/ZtEeDrjZwCxjH+XuLG+ckFSyB6GdJQfH2yQvGyQJHFxEp6usPLyRE1q1fF0aNHVNEx1TQUX3nTUNTtqUYLhLVbJowfi4wZ0iHEOTU6+bhjT4iv1Uq0haIVjPYubK0XlxWKn8vfI+WGlN3NRc2M3qlTBzUpsLISdXstTUNRN7vtxx8fYd26NShapCC8HVOjupcbVgexdosxYwtTRTjChUPRCEq7F7bWi0uOMUcS7ZW/O/m6I8QlNdKlDcXYsWPwv//9z/or6fY6moaibnYbh48dOXIIDevWhpezEwq4u2JCgAWfizvH0S3XgsVq1FB8fVIWuC/WB/milsUdPo6pUDBfXqxcsQKPHj2y/kq6vY6moahb5Ma8t3//wd9//4Ub169hQJ/eCPLzQXpXZ3Tz9cI+uVDN0S3GDC6cWszORa31UuKN55JojtyISni4yo3JATWrVsb+PUZ9Z91eX9NQ1C1ys0JRTgzcvXsP8+fPQ57cORHg4ox6Xu5qdMsVKxQ5WYECoobiKxfTn06JhsuNKKurC3y9PdGxY3tcunhRz5/4mpuGom5RWkQ488mTJ/hs507UqlEdfu5uKCku9Fx/L1xgv6KIoy2M2VzsX9gJVuL6quF+wV6RRZfY3vJ2xPKy+4K90VFgGOzkZOQnjhuD7777Vt2wdHt9TUNRt2ibHHdcuXwZvXv0QLC/H7K6OWOIr4eaePYap7WSxy/lAtZQtJHqC+QNw77U+/Y+ZyMmyHP+xI2BFtSyuCnXuVDB/FizapXqT9SR59fbNBR1e2a7f+8e5syahWxZsyDA1QktLO74VKwgQpEXOGtCayhGSM2SE+aLb1s1xsNF8/HT+rX4ce0qNTnE9ZwZcdnf3YCjnc8a4oSyAtBQP8zz91bjnT1cHVGrVg0cOngIv/32m/WX0e11NQ1F3Z7ZWLtlx7ZtKFumFCwuzqjg4YZlgbQQ5eIV9+4KJX/bv8ATnqKdOuyT7bhZLCZThxlQPCtQHO5nUda5v48nenbtgutXr2nX+Q00DUXdntnYqX/m89No2bwJvN1dkcfNFWP8LTgV6otrAsSrYjWqaa7sXuAJT+GTzNqbeTuGk8zSdT4gFngHHw8EOzkiU5owTJk4AT/88IN2nd9A01DU7ZmNF+E333yNkcOHIG1IANKKtdjJxwt7mLwtMNT1oCPrmVC0V47AGr1nHRajBo58Xo7pJrHGa3u6w+KQCoXz58Wa1avw448/qvXp9nqbhqJu0TYCkXr06CFWrliGwgXzw1/cuRpeblgXaFEutDlBhC0YErJeDooMslhwXjQrwILiYpl7OjmgZvXq2L93n85PfENNQ1G3aJsJRXbuHzxwEA0bNoCvlzsKuTtjaoAnzsrFy0ipDrRE6EWhqNKbRBxCeTzUFwP9PZDVzRF+Fnd069IZly9+qfMT31DTUNQt2mZCUY4/rl+/gUEDByIsKAAZXZ3Ry9cTh+QC1vMrRtaLQFGVM+VrIo5k2Rvsi9Y+HghycUCGtCGYNGEcvv/uO16san26vd6moahbjNrDBw+xeMFC5M1pjG6pLxbMVgZa5MJWYJSLOdziIRzMiz6BKbZQ5HEyi1TRSuQkEBsCvVHDywM+zo4oUjAf1q1ehZ90f+IbaxqKusWosXbL7p07Ub1qFXi7u6GEh4ua5++CXNCMltpCkRe5hmLsoMjXrosuies8K8ALRTzdVLS/Xp2aOHhgnzr+ur2ZFlsovitKIUotSiVKKXpP9Fqa7FiMoUg3jzO7MEJHPX78ONY1caOug8PcYruOt7XxOFy8cAFdO3eCvy/z5xwxws8TJwWCql/RBKIoIY9yiTUU1XHjWHLWd/ZW9Z2H+Hshq4czAuQ49+rRHVevXFHH3xyAqdvrbbGBIoFYWbRVdEx0VLRH1FqUXPTKm+xYjKHIyNzGjRuRO3du5MuXD61atcI333xjfTdmjRBcv349ChcujIIFC6Jbt24qNyyuNTP48dNPP0XMwPyaG7fJefwmT5yITOnTIcTFAW283bGTU4iF0doxUkrMCnTKcrSBRUJRrPsURYZlbYwS2i+AbO/tgSBXR2RMnxbTpkzBHWt+oobim2mxgaKzaKboLxGs+lu0Q+QneuVNdizGUPz5558xe/ZstV/vv/++AuO1a9es78as0TqcMWMGkiZNiiRJkqBcuXK4ffu29d3/vvHCkB8MDx48wMcff4wFCxbgilgRb6rxGG/csAGlShSHr5szKnq5YXmQUYLzulzQKmcxhBMhyMVO2Vz4CUUvAkVa1UxrYorThkAf1BTX2cspNQoXKSjH+0Pxen4y1mOVbq+3xQaK2USfiAjFA6KPRL+KzomKi155kx2LMRRp5c2bN09BMVGiRChatChu3LhhfTdmjZbX/Pnz4enpCQ8PD9SqVSvW1ubrbLQKz507hz59+iB79uwK2ocPH7a++/qaeTH+Lts/duwomjVrAh+LJ3K5uajaLWcEgLeso1t4wdMdVNaizYWfUBR7KMrfciPhkMkvxOqewfHOHq7wcHJA3To1cfjQAWO8s/kjmNLttbWYQjGZqL/oruh/og6i+qIbokeiqaLEolfaZMfeKBT//PNP9ZnNmzcrV/zgwYP45ZdfrO/+9437sm7dOqRJk0Z9z7x586p9fN3NvA7Zr3X71k18MHww0oYGI8zZER293bBHLmZGTRUU5SI3LJ/IsEgoin2ghTcRC27IjeVksB8GqPrOzvD2cEPP7l3EE7hs9GvbApHS7bW1mELRRbRORCtxryiTKFS0XkQXmq/5iF5pkx17R1zGQDkpDqi9fUZ7FVCM643fcdmyZfDx8cE777yDAgUKvFFLkb1aPz56iBXLlqBg/jzwdXFEDU8XrJcL+lKonxWGhKLhStvCIqHohaAoYpGq3XJzaenjjiBXJ6QNCcbUSRPxw//+p7pNbH4EQ7q9thZTKKYXfSr6XbRIxAi0g2iE6B/RKVEhEYMxr6zJjmko2jRaiqtXr4a/v7+CYqFChXD06FHru6+vqWvSKrpy+/btRb06teDj6YZCbo6YGSgutLrII4CooRhTKBqPjNp/GGhBFS83udk4o3DBAvhw3VrVz62gqNsbazGBIkHXRXRb9EDUR8TGVBy60HSnqYkiWpT2GqPTVUS9Rd1EOUXviJjWw78bi9qLioncRXxPQfH06dMhokMLFy7EhAkTsGHDBly6dEml3NieLFGhWKxYMdy8eVNdxNevX8emTZswffp07Ny5E3fu3DFSHKKcbEzHOXPmDCZNmoTx48fjww8/VP2MZuPycsBU3x4jsQcOHMDcuXMxceJErFmzBufPn1eTgHI4VtR18/m3336rgiNjx47F8uXLVX8l9+/y5cvKAuR61q5diy+//FJF07ktfo7LnDp1Sn2uTp06cHR0VN+TcGzXrh0WL178em8A/CpW/f3X3ypFpH+/PggJ9EcGVwf08/PAEbnQVbCFgZYEH332w71pE/Hnvbtq2rB/5Vx7/MlHdqcOIxSZ0sR8zxkBnijk4QQfD1c0rF8Ph+T80uOd33yLCRSdRKabfERUVMRGcGUUbRL9IjovSiey1zxFXI7u908igrWAaLLokOi+iOs4aX2N20gkCnZxcRmVO3fub52dnfHee+8hKCgINWvWxOTJkyNFl6NCkVbURx99hA8++ACVK1dGQECAiipnyZIFnTt3xrZt29Rd2LYRgIxgp0qVCsmTJ0fFihXx9ddfW981ptH66quv1HaaNWuGnDlzImXKlGq/LBYLypQpg549e6o+yajrJuCOHDmCTJkyIXHixCo6TpAuWbIElSpVgnxPFTX38/NT32/atGkKjuznfPjwoQI195/fL6oyZ86MrVu3Wrf0GpoNFAnpB/fvY8G8OciZPQsCXRzQxNsdHwUbs3ETil8m5EAL+1XDfPFN0/q4P2saHi1fgodLF+J/fboZk8wGekaCIsXk9xMc76z6E50Q5OeNAX374trVa3LO6TzZN91iAsWson0iQnGxyFtkNlp6Q0SPRQy6lBXZa4QiwcqL+A8Rcx3XighZ/r1BtFt0R0Q4bhFVE00REFwS+DyuWrUqypcvr4IMhIevr6+yHAkyXqi2UCSkaEURLsw55OeqVKmiHglVptswn5FWp20gheuaM2eOgiKX4fImFLkNWoeDBw8GAe3k5IRcuXIp4NaoUUMBMSwsDMmSJVPrppvLFBazmVDMmDEj3n33XQW/6tWrqwgy95Hfj+vg/nH/vb29MXToUGXV8rsxBad+/fpq3QQ2vyf3gxZx79698fnnn1u39PobLddPPt6BCmVLwcfVGaXFjV4URGuHF3vCLlFA4FG0CL+0OOJLLwdDPs4RQLQDxd0CxVY+nggV1zlz+jSYN3uWuvnwvNPtzbbnQZEjVnqJvhYRfIxAJxWZzXShvxExCj1aZC+R2xaK7IP8XsSINQM27JvkdthvOV1Ea/Kh6PN33nlne6lSpbqJdXaC7vJ3332n3E5aRrSaCBXCgBacLRQpgo2g2b9/v3JpCbzvv/9efZ5RWwcHBwWhzz77TFljbFyG7nDq1KkVFCtUqKBcXLrahOPo0aMVtCgCi642rTjCj8DcsWMH6tWrp9J5mPxNV5j7xWZrKXL/uP/cD+4zrU9u27RCs2XLhhQpUqjts8+Qn6XLfvfuXeUqE6jsU8yfPz/2WEtevokZVEyD8U/Z1tkzn6Nju9YI9LUgm5szhgZ44bhYhzdE18RaZJqJ7YWfoEQw0o0mBE0FEYjGMTECUoboOvMmslYszKrsT3R2QfHCBbFt6+bwc0e3N9ueB0WLiAGWP0XHRSVEto0udGbRxyLC7LDIXxS1RbUU6UpnEdk2wrapiO/TKv1WLKqmBw4cCJOd3M07Ji98JitXq1ZNWVMEzIoVK1RfYFRLMX369MoSpFXDxs8TLoQYlwsNDVUua//+/VUyNFt0UOS6maJDGDKHsWvXrqq/kuszG9dPOLGfkW43oUsLkv2ZbFzWhCItxeDgYNWHeN/GGuAy7BJo27atgmKGDBnAvlQT2twPfl8Tim8q+mw2E4rcz2+/+RoTx40RqyYdgp2d0NLHA58KDDjLy1VxpaO6iFoRigTFMB+cE01nf6K4zl5iedevV1vlg76p0Uq6RW5yfj8TirlFjCwzSXuayF4gheOgaUESZhdFpUVRx0PbQpHrokXJCLZtY55jVZEJxSviJucTYPiKpbaPO0t40Npr2LChgh/BM2DAAAULWyjSvaYVRivSBI7ZaPUxICIWqLImmzRpogIdbPagSAvx3r17mDJlClxdXZWVun379khAtG0cFjho0CAVDKG1uHv3brVNWygS2jly5FD9mlEbgzFMzqYbzu3169cvHOz2oHjo0CH13utsJgzDJceUx2qdWMLFihSBt9xcKnq6YlWwFy5ZU0wS8qQQ0SkchrxxWEXL+kSwDwb6uCGTS2r4ebmjT88eqj+R541ub749C4q0AnuIfhD9LJogSitiMMVWDLYwqvyb6J6IgRIPkW2zhSL7DOmSR21RoXgxUaJEmWXn/OTkUCk5JhQbNWqk4EeosT+N7qstFBloKSIXq71hflwHQUfXm+ApWbKkAhebPShymB+twi5duigIE4qrVq3CxYsX7Yrg69Wrl1oHLT1Gm81IsglFcxjivn2K9ZGaLRTZZ8h1mRHIuABFs9E6PyzbbtqoMXwtFuQVK2eyuNBMzTGq0VGRoZDQFRWKzE2kZb0ryBctvV0R5JoKGcJCMGvaNNy9c/epG7pub6Y9C4rs69suIqAoBkGuiK7Z6KpV7CNkXyFd6Mui7CLbFhWKPUVRG6HI4IoJxQsCt0yyc4SiGrZhD4p9+/Z9ylIkFJ+Vp0jwsO+PFhsToWkFstmD4q1bt1S/HofVEUSMHDPSHBgYaFcEFmHG/eB6WrdurVz2qFBkf+DzoEj3nn//15ZiJCpar1NaMTfl+I4cPhzp04QhrbMjevp6Yn+wL27Ihc+5Ae2BISErKhQJRPYnrg7yRkWLK7zdHFG0UH5s3rAhIuVMg/GNt+igyNzEXKLTInWBx1D/ijgUsJbINpE7ppaiLRRtLcVXCkUGbBo0aKD69uiijhw5Ur0eHRTZT2gOrSPQCD0GU54lLy8v1W/YoUOHtxKK/C0ey/Fas2oFCubNDT8nR9S1eGAjZ80J9VVWkD0wJGRFhqIxf+LZMG9MC/BEAXcX+Hq6o2GDOjh02BzvLAdbQ/GNt+igyAhyJxGjzgQUQRUT0VJklJojXRhRNtsbhyLdZzPIEbURikxvIRQJsDFjxqjXo4MixxenTZs2PIDD7Rw7duyZOn78OE6ePKn2gYGSeA1Fs0UBIwNfB/fvQ41qVeDr7opiojkBPviCVpC4z7r0qR0RiMzpDLaoZPejAsb+vh7I7OKMEH8/DBjQF1evXlHHlue7shZ1e6MtOigygsyoMwHGQEtnUaXnqJlol4iRauY1sv/RbG8cisz9MwMoto3rYJ8icxgJHlqUzAFkswdFpsmwr5DuNvMDmbC9d+9etby9xvUzamj2c5on99sIRX4nHptuXbsgRPYpi4sTBvpZcFhD0a5MK/GKdUYhJrvvlL9beLsjWI5d1kwZMH/OHNy7a/QnmtLtzbbooFhQ9JWIVt8oESPMz2uMJnM4IAMu10UEpRmFfqNQJHQYfT59+vRTJxX7wjhMkEnThF+LFi3kznxVvWcPigQoLcsRI0Yot5kWI0ehRDf8ijmRHKnCCDmDJAQhwfhWQDFK47H94c4dzJw+HdnlewU5p0ZTucC3yYV+WdxCDcXIIhTNeizM4+Tfa9mf6OkCHzcnlCpWDB9v345fnvwS9f6j2xts9qD4voiBECZjM5rcRBSTRgBWEBGk/BzHQnuJ2N4oFM08QEZ+bUeV8PPs3+PrHH1CyPHzzBVkiw6KHLK3fPlyFWBhH2T79u3VEDwC1mxcN93kL774QgGReYYcakirksu9KihyPziaJ05AUfTkl1+wbetWlCtdGn6uzijn4YLFgRzd4qsSk+3B4a2XQE8N92MCt61U/qYxFJL9iV+E+GFGgDfyuzvB19MNTRo0wMnjx5WnoaH43zV7UCTImIxNMNGFjhpJjq4xhSeNiPAjUC+JaHGyvVEoUhwxUqJECQUlwoqf5TKffvqpylEktDhEjs+fN6LFhB2tSg7vI3CHDx8eKeWHyzCxnMMAOc6awwyHDBmiRrpw268CirROt2zZonIc2b/JdfyXUGTj9z514gTatWqFQF8f5BAwjvK3qNotqqBVQpQA77KfK770SI0v3VMZsjjhSqCXeo9WIvMTjwsU2d2QQVznID8fDOzbG9evXcVfchPVUPzvWlQoMmLMKcC+FDHFhvmHsam/wlEpdUUM0BB+HKFC2MUGiuyTfCYUzeTt6KBIK4pAoaXGyRaYAM1gCnMaGYAhEPPkyaOG4T1v7DOhyO0yL++EXPzsW+T7tBpr166t4Dhu3DgFQM7UzTHLdG+5LfZp0nVmM6HIsc8EWnR5itweP2tCkX+bUKQFwdlyGjdurL4Dt9W8eXM1W7jZBfCmG63gr2/fxsSxY5FJvluwqxPa+3pgj1hFN5T7TMvIqN3CGi6v36XmxBScscfY/k1Ktn1L9JXoto34nK/zfS5LiPOzxj6+2H4qC1Gs5NvVK+CHgb1xd9Qw3PlgCL5p0QjXsqZR45/VMEhZdqeAsaW3B4KdHZE5YzrMnTVD9Sf+I+ebhuJ/16JCkX9wgocfrWK/YGwarUUO32MqD+denCdiIjetT+Y8mlAcIIraCEWm8jCth7otUMwmOxcJiuzfI3zkfTVDDYfc0UWmZs2apV4ndJhkTTeZAAkJCVH5hQQNrTh+nhM2RJ3Jhs85vRiBSJUtWza8Rgu3TUuNkWXOhFO8ePHwCSC4LPeF22FfJVN8CEQCw2yEIofkpUuXTu0fJ5PYtWuX9d2IRne9e/fuap20Svm32X/JdXD8M5PHGUjiMnKMlBttJqC/6cbj8ovckLZs3IhiRYvC28UZ1b1csT6QgQQCStxGgY4BRcLgFUNR1sucSFbC+yrMBzfT+OGi6LhoV5gfNgmcVwiIFgS4Y5ZYb9O8nTBVrLYZvi6Y6++GJQEeWCeu7UeyroNhvjgrn7smuiXPCVS6ucq6s93mM6TcZPn83Ulj8cd33+IfuaH9Izfen7Zuxs0ieXHZ101FnjnyZ1WQBZU8XeHn6ogSRQtjq3gBT+Q8tgWihuKbb1GhyGnCGCxZIxou8hXFtjHgwmj1atEgEaHIDbCfcqOIr7MqYNTGvkwOK+TsObQqOUOOv+xcJChynPLUqVPVZA+02jgPIS0pinMl8nVGlunG0nUlZLgM4cjcxEWLFqkRKrT8ojZajZ988olK1yE4Oe2Y2d9o2wgputMMqHTq1Eltj3AmrPh61Lke2Qg0gpIjYzgmmhbuhQsXrO9GNG5v6dKlygplNwH3PeoYWPaLclw3rUTuK6dRY5T8P2vyVU+dOInGsi9+nh4oIC70VH9PnAkTQFBWsHCUy6uCognCGwIyQvCIPO6Q50uCPDFeQNdbQNg0yAcVggOQNzQE6dOmRUC69LCkSQuvsLTwTZseYXKDyp4mFMVDA1Fblu0Y4IXh8tk5og0Ct72ynbMC1muybm7LSEh/9v4bUIxmktkiefCln0BR1nNW1jMlwBP53JxVf2LjBvVx7OgRdV5qIP63LSoU6T4zv5AvEG60/F6ksaYL18Gpxcx1cH2ELl9PwhfsNM6haC6TSlzd9wUunHk7HIq0vmgVEo4U3Wa+ThGM5ut0hbksYUSIESQU/+Zr9lp064jazP3gsrQuuSwf+dze8mz8DPvfGJ02l48KOzZ+nt+Jy3B/CWp+1rbxOS8erovL8HiYbvqbbLYX741r1zGofz+kCQlCOqfU6Onrjn3KMjRqGl8N8XoKIC8iAoXuLl3UY/J8i7ii0wSEXQK9UCnIF1lDQxGYOQe8C5SCW5k6cKzeHika90fS1qOQpOMkJOkqnkC3GUjSeSqSthuH5M2GIFXdrnCu2ASeRSvDL0d+AWg6FAv0QxOB5AgB1wqx6AjILwhHeXyW9RgdFB9bZ97+MsBVAGvBsSBv9PX1RHpXJ4QE+WPQgH4qP/HPP5nCxd/YemAp3d5oiwrFONVkx2JcuEq3N99sr1tauIvmz0feXDng5+SABl5u2CgXPuHFwMKXAkimoNgDSUzESDaBxHWcECCtFbe4n7jo5fwtSBscCM9seeBUtj5SNB+GxANX4L0p+/HO4kt4Z823eGfDPbyz5Ue8s/1nvLvjiaFtP+OdrT/h/zY9wP99+D3eXXEd7805iUQjtyJZ5ylwqN4ObvlKwT9NeuT190YrAeQs2eZu2f4FcdPZ/2gPjs+yFG+IpXhFXPhbcjw+k2PTxOKOIBdn5MiSCfPnzsHdu3eMG7btgaV0e6NNQ1G3F2621+2vYiXv2vkpqlepBB+ObvFwxSyB1nkBBQMLXwo8WIdEjeiwgcgzZYUOrUPC8Jg8rhDodBNAFQ3yQ3Dm7HAtWw/J247G+6O24t0F5/Duum/x/ub7SLz1EZKKUohSiRy3PIQztTVCTiIHeS31FllOlESWe3/LA7y7/ge8u/wa3p26H4l7zUPqWh3hnacosoWEoF6ABZPFcvxM9uUL2SeVdmTdT+7z89zna76usqwFq4ItKOPpAl9XF5QpWRw7tm8TD+FnwyuwPbCUbm+0aSjq9sLN9rql+/7F+XPo3qUTggMCkEku9oECr6OhRt+fGskRSygShrTGCNbNYnH2lvUV9vWCf4ascKzSEon7L8M78wWE6+8IzH5EMgJOgOiy+S48RN4iX1HApjsI2ngHwaIQ+TvYqqBNPyBQxPd9RV6b78BVlneUdSQXYCYSSL67+SHeXXkLicZ9ipTNBsMzb0lkFNe6vp875st3OSb7xaRsc5+fZyle83XHeQHiFHH3c7k5qv7EZo3r49Sp4+I6/xH5oJrS7Y02DUXdXkmj2/f9d99ixtTJyJktq7iFTmju44GPVWqOAEOBke50BECilSxHXQ7zxZG0/pgq8Knm54U06TLBqWJTJOq3RFmF7224I9bgj0gtAHPdfA8WAZy/iLALFaUR0KUT0GXYcgcZRZmU7tpI3pP304vSbv4BYaJgBckf4C0iWJ0EtMnFzX5fwfEm3hv3MVI06Q+fXIVRQODYU6zGrbKPF9L4KYg/G4p5cc3fA8flmAyQ78OZhYJlHYMH9sON63r+xLjSNBR1eyWNbt8vvzwRN3ArypctIy60C8p7uWCFuNBqzG+ol+pXjAkUCZeL8rhNrLAe4q7mCwyEZ6FySNp5Ct6be9qAobi7jpvuw1PA57fRAGGYFXAZRVlEWQV82UU5t95FrnDdQ65t8ijKKcohyr71DrIJILNYwWlA8o4Ca6Cs21ssTBeBbgqBrwnHxCM2irXaCmkF1HUDfTA/zA8nBeJXBYpXn9Wn6O+OnUEc7+wGf6fUyJolExbMnxdpBnbd/tumoajbi7cobh6tRdZuadO6Ffx9vZHTzQkT/Cw4GyKwYKAlxGK4z89woQnEswKXZfJ3E38vpEubAQ7V2+L90dvx7ppvkJiWoYDJU0AVIMAiuAgxWn5ZBHrZRYRgHlFeAV4+UQFRwW33UIjaLtphqKCogCi/vJZX3sstUqCUz2aT9WUW0ZIMIxw3/U9Zjy7iWicTy/E9ATIBnaz9BFjyFEeJAB+MFgvwIK1csRzvTxj1FBRvMfosluJqWZbjnb3FUixdojg+/fiT8FxU3f77pqGo24u3SFA0/mCy+6iRIwVmaRDilArdfDyxN5hQFOgRGM+AIoMWp0Szgn1Qyc8bfjkKIGWbMXh/zmkk2ngXKbc8gJvq//tB9Q0ShpnFsiMIaQUShIRgwe13UVhUZMddFBMVF/CV+OgeSopKRVEJeY/vFxUVFhWQz+WXdRCotCZzCBhpcWYQ0RKl5WgRsd8xiVir74nVmGTQGriWrotcISHoLSDfmTZAWYp/R4HibYHiGT93TPa3IK+rM3zd3dCsYT2cPnlCpWvpFjeahqJuL96sQFQBU/kf//346BFWr1qJQgXywdsxFWp5uamZYC6Hss/NPgwpE4jTAr1QWiwp9/ylkbjHHLy74gYSb3sMJ4GQt9VNTks3ly4vYUiACcgIM0KtmKjkjvso/dF9lPn4PsqKyn/8ABU+MVTRRnxeXlRO3i8jKiXLlpDPcR1FRAXFgswv7nYeUQ4RLdH0AsdQAbK/7Iu7WKspxHJ9b8NdJJqwC6mrtkGGoBB0C/LB6Unj8fvdO8ZxESg+3r4F3xTNi8O+buglN4p0zk4I8ffFoH69cP3qFd2fGIeahqJuL97sQPGP33/HoQMHUK92LdWvWNjdCVPFeqILHd2sOXz9pGhKoAWlAvzgUayKWF8r8f7qr5Bs8wO4st9QYEgY0Z2l5UYXmdYcrUICrDgtPysEK3x8D5U+uYfKn95D1U/vo9qnD1B9p6Ea1GeGzNf4fhVZrtIn8llROVFpqxVZTMBYmHCUbeWWbRLEmTbfRVrZlyCRl8Axlexjoo33kWjaIaSu3QWZ0mfGwDYtcU4sQDVCxQrF2wLFj3zc0NDiDn8XR2TPklHVd77zww+q60G3uNHiPBTlYuOIFlW4Sre433hxX7lyGX1790JIoD/SuTqit68HDgYb6TXKWjQtRvXcG+dCfTFHrMnS/j5wK1IZiYeuw3vrf0DyrY/gEW4d/oDMAiRabOz/KyCgIgzpFtMiLC8gqyRwMyB4T+B3D7U+u4c6n91HXQFgPavq73qI+rvlkZLnfK+OqLYsV0tUY+d9VBVVVoCkFWm43XSvCWC653TVs4q1SkCzT9OH7vSmeyqFh/2MKep2R7ocuTB8QB9lBf4lYOSIlmvF8mGZQLGMmwu8mZ9YqgQ+3rEDTzh/Im8wusWJFh8sRY593s+d1S3uN1qMd374H+bPmYU8uXLCz8UJ9QUEW4K8FAAjoMhkZ44B9sHCYB9UDvKHV5GKhoW49hukEHfZw2qNMa2GkWFah/mswRL2A9KaKydApIVHGNIKrCVAqyuqL4BrsOs+Gu56gEYCwsaiJtRuG8lzvsdlGojqy/J15XO15fM1rRZmFcJRtlFG3OoSO8QqtfY5EowMxjDSTTD6ChidNgsYxWp8XyzGFFXaIHfBopg6YQxu37qJJ2IpXiiWH+O93ZDDxRl+Fm+0bNoEp0+d1P2JcazFNShyUoggEWtHN3v33Xfrt2jRotbjx49PGbv7djTWkd68ebOau/HDDz9UE1S8LY1Q/PWXX7D7009Ro0oVeHu4oZiXC+YHeuGSwNCAopGHyPScjeJW1/OzwDtXESTpvQDvrflapb54CmSYM8hgCt1lQogwKiJALClALCuQqmjCUOBVW1RPoNhArL5GAjhCr+meh2i25xGa7/lRqYWopY1aqPcoY9kmYj3ys1wHrco6hKysl3CszP5H2WYp2XZR9mHKvuQRQDOdJ6NYsYxQMzXIaeNdJNp0H+9PPQiH8k1RpEhRLF+yCN+vWoFTRQqgl4crgh0dEBYSguFDBuPmjeu6PzGOtbgCRU5E4SdqI1oqYpnUP995553vc+TIsearr776byYLfInGviTO0MOKgrYTPxAaLNLP6b442SynOFu/nr/B29PoQl+6eAE9unRGUIAvMosLPczPCycEgMbEswSiN/aE+aF7kC/SZc6FFIwyL/4SyWghbjQsxPRiHbIPL7cAiBAijEoLlGi50YKrLkBUlqEAjCCjNdhUYEjItdz7EK2tarvvEdqJ2ofrR6V2oraiNvJaq72P5DNWQMo6GosayvroYtcWOBK8VQWMFRmUkX1gMIYpPQYY2c9Ii/GOymlMTShueoDEIzbDtVBl1K5VC5u7dsS2vNnQzMMFvg6pkStHNixZvAD35Qb57z/slLUePN3+8xZXoMgaMKwe+K2I5QzOi7YLFJeWKVOmv1hW54zdjfuNw9045+PGjRvVdGKcW5Ez2ZiNUOREsZxPkZPhcn5Fzu34trXv//c9pk2ZqIoxBQgE2ni749NgusxGYOVEmC/GiNWYR76/Y/2eeH/uaSQVkLiJpcWhd3SZs9oAsZgAsYy4yxUFiIRTTYEULTlCiy4wQUbLr5VArY2AsN2+h+iw/xE6ijrv/xFd5LHrAdFBPv4Yrs6iTqIOsgzB2UbASEByXc12P1IudsPPHiorVFmNsu1KIlqq7M+kK88+zuwCcLrSIWItMmUnJcG4+jaSdJuN4CLl0CZ3doxMH4IKnm6wOKdG2TIlsWvXTpWfyHNCQzHutLgARdZ2ySNiCYRfRTdEVUWpvLy8kl+/fj00PkWfOd0Yi0ulT59eTRLLOQ85DZjZeAGwvkuzZs1UZcA6depgz5491nffnvb458fYvHkjShQrBk/H1Kjk5YrlTM0RGLIA/CqxGqsF+sGjRA0kHrMDiTbcUWk3dEEZVGH6C9Ntwi1EgRADH1UFTDUFULQOacnRTaaLTCuPFh8tQYKwiwCw28Ef0UPU69CP6H34R/QR9T38E/oe4aM8l9f5Xk/5u7ssR0h2ks+2F5nWI+HYVOBIK9S0Gk13mqk8TP8hGPPIftJiZPCF46rp/idnVHrRRaRuOgg5M2ZFpQA/ZHF3M8Y7N2mMc+fOGa4zgaihGGdaXIAi51ZsLOKM3KzPclzEfkUz+uwfn6LPHK7F8gQsF8CyBYSfLRTZ6E5zAlwmOtOqtC2J8La0P8ViPnHyBBo1agAvd1fkcXfGOH9PfC5APBjmg14CyLDs+ZCsyzS8v/KmSmuh6xkmQGFCNoMq7EM0gGi4zARiLRsgGtYhXWTDPe4k1h7BRhD2FtgRfP1FAwWCg47+iMGiIUd/wuBjVsnfA4/8hAHyfj8RodnzEGFK6/IROsg66Xq3Uv2OEWDkPlQ3wfjRAxQXMHLEDF1pDhdMJ9+BSd6um+4iyeaHSDxhFzzK1keaQH8EuDkjTUggBg3sj5s3buCfv22mCtMtTrS4AkXWjGYJAhbTPyJi/2K8zFMkACdOnBgOxZYtWyrrMcE0sYRpDbNf8datmxg6eCDShgQjrYuzGt3ycbAP5gZbUDJNGJzrdEGiOSeRbNM9eAhAaGFl3GwMs+PQu6ICw9IfCxA/MSLBtNJU36HAkH1/JgxpGdI17ikwJNj6C+gGCfAIwGECv+HHqcf44MRjjBTx0dTwY4/VMkNEg0QEJGFKC5LWY2dZL+FIy9G0GhmpZoS6uoipO4yAM6eRyd65meS95a4aO82RN4T9+6u/Ropus+CdJTf85OaQL2c2LJg3V5WWUK6zbnGqRQdFurQWUaAoQMSZtNncRHzOEgOcJdte4+tcIQvqUy4iezNtc0Zu9iWyAmAPEQtlEYqfiwqIvMUFTSwnTeDvv/9+kAWrGLS4deuWmmma1tYPP/ygXuN7nPXa9gTj30x1YGkALscIL8VlCamYpkHw4qYlxxOYn+e0/7QGGUjhe2zmtvg6gygDBw5UhfNZt6Vu3bqq7AD3wZwdm59l1T7uOwtVcR8pWo5cP/sg7UUkuT0ux2V4HBjFju57mPvE70prlPvObXHG75h+9xdqst1//v0Hf4seyPFYvngRiuXPj0CBYk2LB8YF+aB1kC8CCpRGksGrkfjD71UqC2e3oYXFNBcmZXN0CofhqaCK1WWuL6K1RquNQKSrTOuQll3vw4/E2nukrELCkCD84MRPAsGfMFo0RgA49uRjjDsVobGi0fLaKBOQ8pmh8tlBAtX+VsuRVif7I7ktbpNgpMtuuNKENaPgD1R/J3MZ84u1yFxKzsoTIt9JudGb7iPxzGNwrt4OPv4BqFS2JHZ+8pGqbWN7zuoWN1p0UGT1vXWiiyIGPVjPmYBjISqWLl0gSieK2lxFXHa0iHA7JZoiqi4KEZnF8dkIyhaiK6LvRWbBKvYrXhVtT5w4cZpff/3V7+rVqwfbtm2rghKs0Ld161ZV0J5WGKvjtWnTBhcvXgwHCU80gpNFpljMiqVJs2bNqsqLsk7LjBkz1HsETHSN6yBoWcZ03bp1qrZKtmzZVFnRQYMG4bPPPlOAJai4LKE3duxYVcyKVfgYRKFYLjVDhgzq83fuGMO+uO/cD/Y7VqtWDdu3b1f1ZapUqaIKUs2cOVOVJIjaCGem8rBoFsu08rtxnfYaP3/69GlViIv1ZhjlZlGtCRMm4MCBA+pz9sD7so2jWv7592+B4t/47dffcGDfPtSrUwsBHm7IL6rh54X8adLCuW4PvD/vLJJvvg8vgSFz/ThDTS6BIl1R5iGWE9BUESgy8mu6zAx+0J1tJ4Bi/x+tud7i8vYXINJFHioaIXAbdfIngd5PAr+fMF7gN0E08fRjTPo8QhNFE+Q1AnKMFZAjxaIcrlzrH8Otxh50p8ViNMHYnAGYz0xX2kgLIrzZv1jYdKO3GvmVARuNvtJE679Hsn5L4JG9AOrWrIbjRw7JzenpchS6/fctOigSgCxzyup4LDc6XTRD9IPormiPyLYeNC3J8qItoi9E34nui1gUn8AjXPeLGGF2F7HxMyxmxeV+FnFbhCJLnPK1s4kSJcoiUPQ9d+7cQYKAy9AlJSDbtWsHLy8vuLu7qzKmjOjSEiPIjh49qgpKMZARFBSklmHhewY++Mhi8nnz5kX//v0jwdRsfE7ritBhbWiCztPTU32WYnnT7Nmzq6L4rNDHCCItPxajIhBZ4Y/7SrGKoIeHhyowxWUIRe4rS6wSmgQmo88HDx5EwYIF1fq574Rs1EZLlK45t8GbwcKFCxX8bRst6LNnz6p60awPzeqFXJ7r5SO/O+HeunVr7N+/Xx2vV9lMKNJa5A2DN5X+ffsgfUgg0nm6IgsneshfGsn7L0Pitd/CRVznQAEH8xGZ88cRI0UFLkyWriSgqS5WWF2xEBtZAyoMfhBOhFQPa78h4UWIEWajBGpjBYgTTv8k4PsJUz7/GVM/f4LpohlnnmDmWUMzRNPPyntnfsYUESGpAClgHCOW5QeyrmFHH2OwrLufbKOnbIvBG7rSJhgb73qkrNdaAkUOEyxv60YLGDnLDieR8JLvl3zLQySafQKpKrdC2fLl8cm2zREzbesWp1p0UGQVP5YpNUF1W7RMVFNEq6+iiC40G0uT8vlZEdNpCMaOIlqMfJ39hUtED0SMLLPSH4tYMTeRARVGmieL6D4TwIRxc1FhuYhTPXr0KOD8+fMHaeXIa6o8KC9s1n5mlJc5fjt27FBWG4HAiB4r97m5uSnwjBo1SqXH0LpkBTxaSgQd3VuuZ/To0Qo2ZuOFTCtq9uzZSJMmDRwcHJQ1R4uL62CyNeHHzxI0TZo0UfWgCUZagARc06ZNVTF+wrFkyZLK0iQITRefLjYtTkKRFhz3i5+lq+3o6KgAyu9h2/g55j2yhjXhVrRoUQU124uKMGdkm1YpIU6Yd+vWTVUE5L5z3/h5QpE3CEa+CWO686+ucX9MCcjv3cf8uXNRIFdOBHq4IiAkDE51OiOxACLFxnuwbBRwCDQyCzyYoM2hdEx14bA9WmAEDvsRGVRpuech2lotRLq1BOIggdYwAeIHYh3SRR4vUJskcJty5rGC3kzRnHNPME80/9wvmH8+QvPOP1HvzRYRklPlM/wsrcoxtBplfSNoNYo7zUBML7FIu1pdaVqrhDRHwzA1iNYsU3UYFOLww3wCRuZY0lr0l+/HWXUSceqzLjORuUhpTBkzEt/J7/mvtQtGt7jTYgJFwmqXqIjIbAQa+wT5mF9EK/CJaJUos8i2v5HLsN9wgohWJt3vOiK+zkaoNhSZfYoMtHiLVKDlxx9/DCIUWZieL9HyImhYipQQJBRoIbKfjP1+U6ZMUUAIDg5WJUht3VAuyz62bdu2qTxBQotWJqFmvk/Li5Ciu03oMXpMN9S0qAhNWnwsf8qi94QjC+2zsh4bH6dNm6YCLXSd6doTmGbjNszkbUKRLj23R6gT0LTs+BpLsdpasPx+hCCL+fP70Zq8fv269V1jv9hvOGDAAPj4+Kh1sPQp99VsXB+Bv3LlyvD1sAuC1jI//zoav/vOTz5FzcoVEWRxh3f2/EjRcw4Sr7kN5833VCkAZSWK65xvK0eLcCzzPRXAqCmuab3P7otF9kBFmdvufQgGVZhqw3Qa9h8SiCMJRIHYhFM/Y/LpnzFdLL9ZArq5Ar35XzzBogtPsFi05MIvWHrxVxEfDfH1hbIMATlboDmDlqNYl7Qax4roUtMdpyWqLEYGX5jTKHBmGpDRv/hQgZHRcdNaZJoOJ7TlPI9M6ub8j8zD5Gw67iVrolmjhjh76oT8Jm++CqNuz24xgSKtt34iM9hi25KLuotYOP+miNahvca+xJyivaLfRHNFpqVpRp9NKB4VMcBjF4q0pJgQTXjZWkmExsmTJ1W/HAvEE3qssxy18TMMaLCuMkeU0Jpi0XzzPcKJgRIGSQjGTZs2hQdIzEYYHzp0SLm7hB8tSW6bYImakmMvT9EeFNlfyOL47CuklUtr1DZqze/LetCEMPtWly9fHqlPlNBmvyStYFdXVwVNuq5RYcfts2tg+PDhyq1nFwOt7VdrLUY0bv/ihQvo2qENwsSFdi1dB0kmfIpkAgnPzQYwMsuj0ZcoVqLAhP1z1QWKdQSKDa1WYmuxyjqKhdZNXFim2wwQQA07Ku6yWHJjxaKjdTdFgEiozTn3MxYI6AjBZaKVAr/Vl37Bmi9/wdrLv4ZrzZe/YpW8voKAlOUWfSHWo8B0lqxjqoCRViP7I0czCGNajLLtHrIPnWRfmK5DWDN5nC5+DbFq6fIz6MLhiAwYmX2LzL9MvUWguPgSktXvjaLlKmLbxvX4WX5D2/NYt/++xRSKrUX2akATbJNEdJtPiBiZJgDtiTWgF4uYi7hVlE3ERijSXTaheEwULRQJjDlz5jx1sRNcjObOnz8fQ4YMUaCLOpKE4udoPdHFfvfdd9X66GKzcR20mmgdEmgEDIvbR21cB8FCSA0dOhSLFy9WVhtff1Eo8rN0oVkAnxYq+025Tlp3fI95jexPZH8m+0MZLLG1JBlVpgXIfsTAwEDVH8rvY0+EKV1q9reyi4CBp6i5lC/bbJ3ob76+jZGD+iF9lqxI1bAPEi38AqnESvQVWBAYKuIsriYnW6D7aVqJDGRwPDLBQ8uMUeBeYqkxMjzkmFiIAquxJ2nVGf2CM8RVnnv+ZywU62+pwG6lQI/g+1AAuOHKr9h49VdsuvYbNov4yOfr5fV18v5qWW65fGaxwHG+WI3sd2R/4ySB4zixQEed+BnDxGIcKBZjH7rR7F+U/WH/IqFNF5/R6Kqy77QWGSjiHI85txn1YTjTD4tiJVn3HRL3WYKMZathwphR+PrWLfxj8zvq9t83ud6eC0WCisnVURshWVBEd5eg+0o0TETLMaq6ifqICDxClmObG4kIy1hBkdbNkiVL1M7bNsKGkKDFSEuOF7/5OqFCS4jAYirLxx9/jBIlSigoMQjDqDEbrTX2vbHPjX2CZcuWVctHbeY6zW3x0QTUi0KRja7t+PHjERoaigoVKmDfvn3h65djgA4dOiAkJEQFeKLuF5/TujQDQjVq1FD9p/ZEN539llyO/ZMEsD2r+mWaLRS/++ZrjBo8AKH5iyNZ15lIvPq2qnkSKEAkMJioXUBUfMddBRSmuXDKr0YCRCMfUdxmscq6H/gRfcVSY5SZ6TN0beky0901gGi4yoTbagHdh1YQbrn+K7bd+A07bv6Gj27+jo9vyaOIz7ddNyBJOK6Rz6yQz9LCpDs9S9Y5jWCkKy3bYooP8xmZEG660XTpCW2mCnESCWUtChgJd87+zWGKnOGHRbG8BIzJOPxv8l5YqjRFm1atcPbEcfwlv69ucae9DBQJtCYivm+m08RUHL1CC5P9ia8EimYjdAgR9i8eOXJEWUSTJk3CsGHDlEvJYAZda7rH5voIMTa6q7SwCLQkSZKgYsWKkfrkYtJeBooEICPn7AJImzat6h/lPtF1ZoCH+82UpC1btjwVNWbEmZ/jOvm9YiOuk5bn62o3r11B765dYClWBYmHb0Sy9T/Ac9M9NXqFwMgj1lRhgQfzEgkUTttlWIlGcKWdgIdWonKbxWUeKkAcKZAaJ7CabAUiIcb+wRV0ka/8gg3XCMPfsF1gSAju/Op3fHb7d+z6+g8RH43nn8rrBORWWW6jfGadwHGVWI1LxKWmxThLXHFajCr4Yg28MLhDOBPSHfcZ0G4m+0pXv7bsu2EtMq3IGJXDqDr7Tf3k+7Ly4PuLLiJVnZ4oV6Ey9ny0Db/b9Dnr9t+3l4ViU5EJRabRcPzy5mi0SbRe9KFopaiu6JVZimwEDq29vXv3omfPnir6zGAH+yHpJtLtZJ8dLUD2zZnriwpFRqb/CyjyPQZLOnfurNKNmDZDN51J2gzm8HvQguTnuaxtIxQrV66s1sn9Z1Sbz6MTAcq+0Jo1a6obxpUrV6xrerWNFvW5UydUrqhTpWZ4f8p+FXX23nRXlSDlZK15BYoczlfmI2OECHP/OGqkmdVK7CDg6S7uKgMdHJ43gsnYAinmGdKSYwR50RcCxEtPsPbyL2IdisUvkKNV+OktAaDAb6/AcP83f+DAt3+K5G/RPnm+5/Yf+EzA+IlYjdsFopvEsqS7zb5G02JkZJoBnPEnmfLDBG9j+CBHvXSS/Woj+0eLltOOsR/USOi+ryanZTSdljAtYk504bzlPhKt+gpJ2o5DnpJlsXbpIvz48OFTv6du/117GSgyelxNxDxE5hbSjWZ+I0H3PJnRa7ZX5j7TeqJ1SOjR/fX29lbJ0D169FD9bQyGMJDCQAtTadinaAtFWmQMYPBzhCIBxDSYqI3bYlSb/Y8MuBBStEwJgJeBIhuj18w/ZJCHKTPs0+RIFLrG3Fe6uvZAzf5IfidG1NmnyJSiqH2JzxL3/XW03+U32ffZp6jVqCkcG/VFovln4SBWIq2m9CKWIGVuIgtMcbgc8/04C3ZDsbyaCxAJHDMFh32JQwWKHKXChGtaiez7Y6oNAyWrxUrcIFYi3WUCceetP7BboEf4HRIIHv3uDxz//k+R/C06LM8PyHsE5i4Fxt/Fnf5VgZGBmOViLRK2TNlh4GXiKab9/IThx4zIN0e8dJH94lBDjnRRARe60DsfoJJ8j1JiLTIKzTIGHM8dLC4061MnXv89EvVbisxlq2LmpIn4Xn7P13X8dYt9exkoEmppRWtEdIfPWJ9H18wJZBmFZooOcxXZXgkU6TLTWmKOIK1DBhEIBgZfCBoCk/1+hBKhwhElzHm0hSLd1+PHj6Nq1aoKaqVLl8bVq09P5cj1sI+P0KLFSauL1ilff1kosu+TuYPcB7rLzC2kS81RKUwY53Naw1Eb+yPpbrM/kvvEfbC3HBv3kxA/c+aMEq1RHr/X0R7/+CM2rlmFUrUaIGW7cUi8/BpcxErkfImcg5BpK0x2ZhqLijoLTOrtuo/Gux8o15k5gZzkga6z2Zc4Riy2iad/MqxE5Tb/gpVi2bEPcbNYe+wrpLu8V4B4UKB3TAB4+gc5P+78ifNW8e/Pf/gLJwWSR777U1mRu2R5WozsZ9wgYGTwhWk78wSMyloUy5Qw/v/2zgM8qupp488nxYYk2d6zqfSOgChFBaUXRZpiQxELUhQVRaUJtr+KFRQUEQEF6U16UZAqvSeAhd579f3mPXdvSOIioAmknOF5nyXJ9r33tzNn5swQyq+HvMVO84yEC4vKzYQLG0ZwayLHJLBmkVloesRcLuCc6uvkSyFv7/GIq90Ur7/SBZvXr8NZ+WLSljXsv0CRxn3Nb4i4I2WLqKEonBGgvM8hoh0ibiFkPSMtQ6BIz40eFusYWZLD4mZmbwmh1EYg0PuiN5neU+TfeBsmNLjmSHARSOmN8CS4+HcWdzM0NMtfCEUmbv4tFPkceF/PPPOMyjTzkrBjgoWhP2/L66Q3ZpS57lihQgVVksPXQKCH80C4TMDsPLcZsiSHHcDNOsuMtr07d2LAJx+jQsPmuO65/rh2+DblLbH5Awu22UCB3hS7abNXIhMVHAvArDN7I3IHSUeBIusSWSvIIm1u33tPoMjyG4a3BJfhJR5XYfOULSckLJYvFwHdQvEGfxUgrt59Guv3nsbmA2eQdPAMNu4/g3V7zihALt5xGj8znBaPcdrWE5gs9zGG3mIoI81sNusemdB5R2WiD6sQmmVB3ALI2klmoVPWFUM1ixyixaYWt0gIze45HHblkS+E68fuR54P5sFd7yE82fYJrFi6WCdbspD9VyjS+7tPxB0vh0SfidLvcaaxHIdriNytwppG7mBhcwlahkGRBc+EEaHIsJkZVRMKhBHDRHqJhAw9SfP+zOwzr0Oo8e/8fXR0tCrX4ZY7E0S8P3plffv2VQXivB8Wa5ueFm/PDC+9VUKRwEwNnItBkX8nRD///HOUKlVK7Xyh18jEC7clsjQnnPG1sciciSQ+LuHILwmuR5rG+6YnyuuxaJuZZ9ZaMuNO0GeG7fhtG97t8waK1GuOa1/5Ftd9tx0OgWKCAJFNZCsJENlIgbV9bMVFL8tYT2TDV/Y3NJoymKEzgcTaQSY/PhMgElgEFxMkykvcwgSKsWbIEJne4Jo98mW3/yx+Pyyf3Ylz2H3qHLYfP4ctB88KKAWMu8VjFDDOk9vMFDByHZJwHbnxBIZKGP2VQLf/ymPKM+X+aSZc2F2n64JDqk9je4E2u3g/prb+cZ+20UGHu3I4ZZAdf8qO36U6iftH7UIBDrj6bAksjdugWcsWWDhvLk5n0vuv7fLtv0KR5haxAcR+EXesfCGqLmJTCSpRxIQM+yQSiKNEN4sydE2RUGIoyDo/gpHrgkxOcK2N4SE7y7AJBMtRCAyCw6xT5O4U03g/3GLHnSiEBr0pQpOhOYHKbXSEL0NbPpfHH388TS0jPTZuP2Rih8+DpTGEIMNV3vfFoEgjuLg2yvCcnii35NHzJbxS745JbbxfeoDc0sjrEsq33HKLqkHk2iffAyZxfvzxR5XAoRfKfdcsAeLfePvMsN+TN6N71y4ISqiYr/sPuH7EDlW0zT3BnL3CQVRqF4vAo6FAkV4Wt84xccF2XVxPZPlLaigyE0woGqHzUXwrXuJI8eyUlyhh8wwB20/iIS7ZeQqrxEPcJF7hH0fPYdvB01i65SAWbt6PzXtOYPuRs9gqXuM6AePyXWfUmuNsZqXlPhiCj97EMp1jqubx81XHVJab5TncPdNz4WHVnozrigzvGeY/JiA3ocipgGx5xi2LrFcsN86Y/sctfwUFinkHrEKBJs+gTsOGmDtjmhoNqy1r2D9BkXuZTSiy9OZCRrixaPttEccJEHz0CJl4odgth6E1s9MTRARmak+SUGS3HGaw+ViLRWmgyIYQd999t4IiIUYopTee1EyUsIsMs84Mf1mzx4QFIcgwkRlZXjIzzfIcgpPAeeGFF1J2yFCEEsFF4BF8vB/Ci/fD+6MHyeww918TtPTSTONtmXxhZpfJGtYC8nZMlNDD5P3TUyOwCEU2dmDYm9p4HSZ4uGWPcCNcCUgC3vR8L2QsWB86dKjylAlUvka+bvM94A4e1mbycfkFwS+L1M8/o23bpg14ufNz8NRqhvy9J+DGH3bBK1Bkv0HuDeYeYXqKtdJA0WgPxh0jbPbKgm02g2U5DIFEb437mj8X7+3r1UaBNpMjEwWKBBoTK/O3y5ekhMYMmbcdOovkfQK6pdvxyqBlaPfJL+g/eSNW/nEYfwoYNwsYV+0xwuh5fwhUJfSeLFAcGyrRUSE0Ey7ymH2XGZ4qu+mwZpH7r00ocl3xIYEityYSikYGeq9RxM0MtLxuds2JGHcIeQetx/VNO+KOWnUwc8okgWLGNubQ9u/tQlD0ieixcafKARH3Jv+TEYz0GNksgmuMhB8bQDCkZuuxL0VsBFFOxNrE1EYoErq8Lh/rZxEhm8ZTZBkJQce9wdxJEs4IDIav9Kg6deqkQkPT0+L/OTOF+6GZfaYnxiYTBAS9S/Y8TL1Wx3CS4TfDWK4LEiwmaAk8JnHoURKCqY3PgWBiLSFLelhGQ6+Mj81QlsCjR8vdMmaYy62E6Y1eH5MqBBnDdJbNpN6hcyHj4zNcJ5i595mJJz53PhZBznVJApreKbPaF4Psf7UtG9ahc8f2cNZqjvxvTcaNAoX0UOQQKLYJ4+yVNFAUyPwbKM75/aTKMK8QKHL9cNuh05i5ejde+mopGnSbjlqv/IhH3/8JI+b/LrA8ha0CzbUCzyU7T+OnFCie/Ecocm2T5UEcbdBBnp/ZJOKfoWi0ElNQHLwJ+Zs9j9tq3IVprFVMV3eq7erZhaB4nYgeHTvYMHlCz/FSLUKUIKot4l7oSiI2rOX6YzhjeQ5LefhYDURVRGqftTyx/ztx4kSsgHEeW3QxNGTvQXo3FzJCh54PvTJ6ZAQkb0OAEUoEH69Dz5CZZnqWBIhZUpPeGPIybGbChaBjIwomMNLDML0xzGVYzcefNGmSCrvNdTtCi7tV+Hq43zlciQ2fJ18DEzoMeZlFvxyA8TUy407wmc+d98NQmnDNTO8wtSULFJ/r0B6Ou1sIFKeIp7gbnjF7UEjAyO19DJ9vFzCyHIfJiabTjEFULHHhpD0OlmI9YBooCpgMKBpJlhQoinc3bdsJzBWwLRKvj2uFyQI8hs1jF/2Jxz+Yr4BINek1E/0mb8K6ncfPQ1Fuw9IdritO2SJQ3HxCZbRZEE4ocofLB2YGWqBIT7GLPC82qFAZaAVFY2cLm+Ky+SyhyOx6aihGjjuI/IM3In+LzqhcoyamTtRQzEp2IShmCZMnlu3GEWhLa1s2rseLnTrCTU+xzyQVPhOKiQJFc02RUGSmlmUsaT1FYysdochu2IQit/algeLqEBQFXhOTjoc8RaMeccWuM2o98bfDZ7F06yG8N2YtWrw5G/Vfn45nP1uICRJOb91/ClvEm1wTCp8VFMVTZM3i2E0hKIY8xdRQ7CXhs/IUfxYoCriZJT8PxbSeYkoBdyoo5hu8Adc1fw7V7rob0ydN0FDMQqahqC1Tbdvmjej64vPw1WqGfL3G4oaRO+AWIDLRwi1+HA+q1hQn70kFxbTZZyZaXhEoGvudD6WBInedsJ5wlMBrQgiKLK1h7eEygSKTKFsPnsWfh89g2baD+Hb2Fnw6YT0mLPkTG3cfx+8CTIJzpUBxoUCRxdwz5D5S1hTXH1PhM7vufPLrkZRaRULx1QWH8aJAMXWihVA0s8/mrpbUiRYDioeQb9BaXN+0PWrUrYtZP07Wa4pZyDQUtWWq/bk1Gb27v4b4us2Qv9v3uG7kn3AKHBLG7Aztew5BUcREC0tyTCi2kfDZhOLLAh/VKkzAyOxzyvY+Zp8FWmzoME7CXdYock2Q5TWLdnBd8VRKsmXnsXMCx9P47eBJ/HHkDH4/8pcq1WENI4u7CVJmn1n4TcByu6DKPrOAe6XRa/E9eWyzJIfe6ws/HUJ7eY7s4mPsamGncKMIncXoqbPP3P8cPdrIPuf5fDkK3vsUGt57L36aNUNnn7OQaShqy1Tb9ecf+Oh/76BU/ea47qVBuO77P+AQTzFeAFFSQFFRQmf2HrxboMg6Ra7Fnd/3bPRQfE48Me4eYcE01/LoqTGMZTjLsJbhrapTlHB3knh4U7eeCHmLp7BEwMgCbdYjJtNjFDDuPHEOvx0xPESGzcxSc9cL90SrJIuAdaxAcYRAceg6o50YAfzhr0aSh4Oweshz4VY/hvZMBjEp9GhK8bax/9lsCsFtjNzOSCiyXZqqU/x4IWwNW+PBhx/Ckl/mQ89ryTqmoagtU23/3r345ssBuO2elrih/Ue4dugW1VcwVuBgbvPjjpaaAsV6k422/mYfxcdmGdv8uGbH0hfuaGEXbCZbOFOFW+/owRkhtLGjhXuXGfpO38oGEKfxs3h/XCtcId7gavEY1+47jXUCwjV7zmDVbgmpxUPk+uNPEjZzW+DULSdVFtvY/2yGzsfUHmuCmJnnlKYQAkXOiUm9o+X+aftD2/z2qiWB6gJFDsrn+mkheb0ekdrR8u50+Oq2RKcOz2LNyuU4c0bvaMkqpqGoLVPt6JEjmDR2NOq3aIWCj/dE/kHrEClQjBY4cI2tvEDxVoEi9z6zlyI7bnNNjnufWwsUVa1iSgb6oJrRrPooCqD6Cqg+XWFAi80b2MSBBdfsnThlC/cySzgsYPxJwEjwseRmmXiFBOHSHdz3fAYLVNec06opxDQBKT1NM+vMsJxeInezfCSPRRBzLKoqxxEoshynozyv1HufOZqA3m4DgTv3PnNUK5cIOAuau3ic8tqv/WEP8nYfhcK1m+Ctnt2xNcloJqwta5iGorZMNSYQ5k6fimb3P4Copu2NiXaj98A3ehcKj9lp1CqaGWhVwG10yUkdQhM63GPMENrouG2E0IQU57H0l9B2kITRbPc1YsMxCaONmsUfk0+qpAlDaSZQmFlmSM3uONzxwnXHOfI37oDhOuIkuc04uS09To4u4CiDAQLET1N7iYsOq7VNJn7UeqIAO22XnNRJFmMQFwdycXwr93tbOcDq+z+Qr1M/lKlZDwM/+Ri7d+7kiRh6x7RdbdNQ1JapxlrJmVMmo+k9jdV8lvzvTMWNo1iryAz0TpQSYNCTqipQZLdq1WRWoNJSoPiQQJHDoZ4UKHYQKHJLHccBmFloDpdiSy9Ci9nhwWuOqjCaW/7GSBjNZAlDaYbEhOPM39hX0eitSLEekWH2j1tOKIgy20wgqrZhAtiB4oH2E09U7XlWXuIh5SVy2H6Xnw8JqA8ZobNAkQBXk/0Eio3k+deW13GHQNFIsuxGMYEih3RFck7LN5tw3cOvo0qNWhj33XA9pyWLmYaitow3nt+hc5yF6t99+w3q3F4V7gq34/pXhuDaEdthFyiyv2DqAfjslGO2D2NfQs56VnugBYzmHmjVaFbAqLrlsGZRvDfuMvlshZF0IRiZHPlePMZRAkfWGrJ5LOFI+NEjJCTZ9IGZaobLDLfpXaqRBHLbb9YajSaYXKEnygazxpwWZsAFzPIcXpDnwlIcNoJoLc+Pa6BcC20iYTMb5XIiIduGEfhcT2SHHK/oRoFinn6LYbnnKTRp0hTzZ8/UmecsZhqK2jLeQlCk98PdR3169UDFEoURKFpS9VTMNyQJEWP2IChQpAdVTqBRmSG0QERt9xMo0uN6QEBDD4zrdalbiJ33Fo2Qlk0aCC9O8UsZWrWeYwkM0HGdkeuEhN8EpZPyf6MTDmFIeLLbthpetcYYe8p5L0zkcCAWB2O9ufhIyEs0wMyMeDsRd908Ks+P82RUg1mBIkNn1WBWXg9bo3EoPqcWOkfvxnXiJed9Yxxi67TAi88/j/WrV+leilnMNBS1ZbyFoKia9v7yCx5/9BEUjvYhGBMLy73PIP+ni3Dj6L1qDzQzskxCVBR4mCF0ysxnCUcfVN4iC7npLRptxDiY/rVfDqqxBATj+fXFw8q7Y+KFM1YYAquJfgI8Jk4ISDaP/WEjm8gaw6rMSX5qYJXchrflGqUJxP9JeP6WeIks1u6m1hKNpA9rE58SPT7rIB6W58c1UBaec/82tyyyZRgTSOXltbERRMyoXYiS15yfowieeg/l766Pgf0+xS69npjlLDtAMSBQnMMnqy0bmHiH9BCpA/v3Y/jQb1HzjuqIdtmR4PfCU7Ueru8+EteO3Ckh9B5VmqMm+gk8bhVvkaNB60wRb1GgyH3Q7GStBlgJFJnQeHauhNECJZbDcO8xvTcFRvEWCUau/3GNkbtdGE7T6xsssCP0mE1maM11R14SmAQni7PVzGeVVDkmcGWXbcND5AjVXosEiOYIAnlsY1vfQbQRID46gwmWA4aXKFA0J/lxXCvHtqrQWV6jV6B445j9yN9vCQo2bIN6DRth7ozpag996DtEWxaxLA/FEydOBAWKc/VCdDaxEBDp/WzbugW9eryOYoUSEWu3opLPjVIlyyHiiT7IO3gjCgoU/RJCqyy0gLGSeItch7tLQs96EkITMhwyz6wuvUVmop8KJV3UZL/5rBfknmgjK8x1v/cEZEy+sPchu2XTc+RUPmaRmTjhDhiCkpcDVx/DFyEYMqHCWkRClUB8JxQys0UYs80M2VkrySy4GoQvz8Xc1scynPskbOaOnNqTQjOfx58fWMWZz3YJn6/9QSRfCNHV6qDDU22xbs1qnJX3SUMxa9mFoGgRsQUYp+59I2LnmitpZiuyPlFRUWMeffTRXeGG0mvLimac4mfPnMWvS5fi0YcfhNfpQDmnDY8EvWiUGA93nQeQ/91puO6HnXAILOIFGky4lBdPkTBh1tbsmsNCaFXMLfBh2QvDaGZ8O4rHaIBRPEaBVg/xGnsLwJh84TZA7lHuK+E0Q2ruWab32E/E0NgUgcnfc/ueCUPuWGE4Tu+TXigTK2qkaQiI3L3CLX30XB+euT8lbG7MtUR5zncJELkMwIJtbmPk8oBfXl9BlXXeiBse7YZSlSrjf7264/dtW9WXh4Zi1rILQTEgWisym8yyCeyVNLYTKypazUasbPnPtlfasoMZpzjHQ0wYOxZ317gTrqgI1HPb8UGsFy/HB1CibCXc2O595P02CQVHi7cooSWzsxzuVFG8Kw6R5wxodq5uLCJ0GEazOJreGTtys3axY8hj5L5odsFmYbcKp1Ud4yHx9jjgSgApXh/nq3woYmhMACrJz/w9EzUs7zFgaEwL5H29Rg+RIbMAsdM87sM2Qnh2w3lYhc2h6X0CxPriJbJYm8kiJo1UGY4AkQO67EywjN6La+WLwHJnE5QtUxpv9uwunrSGYla0C0GR/Q3Xizi69IToMdGVNEKRkwGXE4oc2jRjxgzjGWvLFrZjx3Z82Pd9lClZHDFRN6Gtz44J8V4MS/SjcXwMbHUfVDOgCQuHgDFOwEiIGJno3Wp7HMtauEZ3j0CnmYCRLcUII5bAmGBkWQxLdejJseciw2l6jQRbbwEctwTSe2SWmuAjJP8nkKS4ZsiQ+20Jk3k9huBsT8b7oHfIYnGuIXLmNENmeogEIrfzMdvMRBB3r7C7T215rtyVw9IiZpyZPKKX6BslXuIY8RKHJOOmJ9+Gt1gpFJXX3+7Jtlgt0c9Z1d9ToKipmGXsQlAsKHpS1FPUXVRadCVNQzEbG70fNrPt0KEdYoM+lLJFoHu0E4sSfFiYEMCrsT4UL1sRNz77gXiLyQoa3OFSSMJMTvjjDhDuBGEGl2E0G0XQG+P64gPTCMbzoTRLdRjSctQoh0gRZAQa9ybT2yPkmDkm8PqI2OGGlxR/9wYlf+/5i1xfbvOa3PYV8TxfEhgSth3miIdIIIY8xEeUhxgConiJDPHryvOjZ8uwmcmVsuLxsnci1xJtai1xN659cyKcd9yDmIAPXqcNdWrfjenTp6nidg3FrGUXguLVtlwFRTNbe6nKysbnx3nTU6dMQcMG9eB1WHGn24ovYj1YJ1DcJN7iD/E+NI2LhqtGE+R/c5JKQFhZtzhqh8rUqjBavEU2irhTxOQFwcii7mZT96pONA+H1hiZfCGwuM7ILXcs2WFIzVpCrjcSkAyDmanm4CuC0lS3Xw6r9UiCkGGy6Rl2nmf0SGQJEKHLpAprJc0RpoSz6SGy2JzNLJhtZjcchs1MriQIEN2iG8btR96v1uKmB7uicGIRlPc54bJEoEzpUvi8Xz/VXf1cFv9Mc5tpKGYB4zwWjkT45ptv8N1336kZLqzxI1w4h5ojCzg2geMVDh48qDyxrGqEIkPnzz7+CBXKlkG01YIHvE6MjfVio8Bws0BxicDxbfm5QuEiKHh/Z+T9/FfcMGYvnOJVxQlI6GURLhwiX1XCUe50YbMI1i8aYKTHaJTqmMXdBJfpNTI7ze41nQk5EUNrlvAQkq+IN8jRpAy1mb0mPPl3epm8DUcLsAHF0wJEFmYTuhzKz8dRHqI8NjPN9BBZpM0phFxHZIKIHq6ZXAkI4CNG70bekTtw3StDEFP5LjSRL4IHo30obI1CfDCIFzo/h3Xr1l6x0RDaLs0uBEXOaLlVxBkrdUScsWIa56+YvzcH2pvD7muI7hYVEt0ouhTj9Xg/nOnCeS6c8cL742jUi0KRJ6E5R4UzV8aPH6+uy4HyhE1qgJjX5aQ8gmby5MnqeuEOSq71bN++HVOnTlVzWS50vf9qfE4MNTmt77rrrlPznfuJB8GZLl988YUakcrpgZxiyDGvgwcPVvNksqrxfVuzZjU6SegcF/CjmNWGF/we/BQnQEzwYpNog+jHRB/axngQW74Kru/8BfIO+x0FJIz2jNqpusmobLRAhs0i2G+xxkT2J+QWOvEYBUysYWwp3uKDIoa09BoVHAWMbDf2jECNcKPHxyQJPUjWNz4v8Ov80yHlDT4v4t8IQnqZyjMUqPI+eF+PsQ5R7peZ7/tFhDHLhFTILM/lLvFgFRDl+d0sUOQc6yLy3LnH2TpKwuZRe5DvvVmw1H0IdRLj8VmhIN6P9eM2mwV+hw333dMQc+fMuei8H21X1i4ERU7z41Q9TtfjaNL7RTRO3ntFZP7+UxGv21I0RLRLxN+PEXUSlRXlE4WzG0QVRS+K5oo4zY8Z726iMqISomX/BEUCzpzDzDnNZcqUURP3/H6/ggnnOXNoFAdWEY5maDdz5kzUqlULPp8P7du3/9vgKF6XA/A575lA4shUDpnKjIOXr4EwJ/A4cY+XHMbfs2dPNGnSRI0qLVeunJoISGhWqVJFTeJjdjcrGtfIZsycgcaNG8ArJ381hx0fBt1YnuARIHqwUbxEanWiH4MTA2gYHwt3zabI33s88o0Q70o8RpawJIoIRnasVh6jAqOxDZAeGou7GcIylGVmml4cPUfulWYfRnp4TMYwtKYHyfCaasekCS9DIgQJUYJQeYVyW94H1y0JXHqkLQlhEWHMlmD0WrmGyI7hqT1EAjFGoG4XIF4/9gDyDViJAg+8iNJFi6O7fCksKhyN0XFe3OO2wW+NQOWK5TF0yBDs37dfHZvasoZdCIr0+laIzJIcDrOnEYo9RPz9WdG00M8LREtEnNm8RsTZzxxxOl5kepOpjZ5oY9E80R5Rssi8PX/3PxFhuSkcFHkAEVCLFi1SHpbNZkMgEFDD3cuWLatmM5vzjRMSEvC///1PQY63I/C4jsNB+Rz5WaRIERW2mpP2eB0CZ+LEiWr8KD00jkvlWFTeNiONj8Wpf/RaOfKU8505X5ozrjmLmq+PwOaoVQKaz5dzqJ966ikVVmfFE4kjZgd9ORCV5IT3RRVEC48dP8S61XqiCcSNEkJTSwWM78X6UDkuHpEN2yDvB3ORX7wry5g9CAgUGYaWECiWE/BUEigSjMzwsvSFyQ2u6dFzI7BYGkNvjiAj0LjThN4jS3iYIGkjYmKGoFSXIRGERoh8QHmFCoYidrzhVD56h2zywDpElt3UEg+RcGaReWXRzeLJstMPu2oz9HcIFK8XjzfPsG24rv2HiC5TCW2CXkxJ8GOTvN5ZcR4843ciwRKJQnEx6Nn9dSQnJ+l+ilnI/gmKS0UmFB8U0QhFenL8PYfX02OcJLpXxLCaXiPD7mEilvJsF7UX3SQyjaNOq4l+FB0VcWB+UxFnPfNx6SV2FNFrPBEOivSulixZgubNm6u5zpzpzPnMy5cvV/BiqMuwt23btgoiBOQnn3yi1uNoDIM58rRp06ZqJvQ999yjhtrzfinezyOPPKIG2dOjJJwy46Al1PicOAz/5ptvxjXXXKO81+eee06NUTUfk18AHPHKLwAOx6e3yJ+v/olEKP+V5l9S0ma83rUrCifEobAlAp0DTswRAG4QKGyIJxBNOAoYRbPl/y8GPShRpAQKtHoJeT5fhmsFKpZRuxEQjytRQlF26DY9Rpa8sPcikxvMTLNkp5Ho3h+NbYEEmfIcRQ/SexQxKfPIdI4LEFAq7Vfi+AAmT0yvkHWHvC2n8TGhw/3XXMNkj8e6k42RCUz8VJXnwaQKw3vTQ4yV5+oUcW00z/BtuPalL+GpXBNNJVweJq9xlYjLB0sSfXhbXm9FqxV+OTYfeegBLF2yWB132rKG/RconhNx0H0zkZrTHLI8Iq43/ik6IvpOxDVG0+yi90UEIr1KeqGp1x+ZZIkX8Tp700ORIOGaWseOHdWg+VKlSmHo0KHKuzM9OV6Hnh/B9+STTyrwETr0yAgS/v3w4cNqFjKBSnA+++yzag2Rns7bb7+tvDIOkecaXmaFqny+fMz33nsPMTExKvRv1KgR5s6dm+YkIRSZiCHEeZ1bbrlFzYPOGlBk8TH1F86cPSNfLvPx4P0tEHA7UdlhQV8JnVcIEAnCcFBcJ5osf382xosiJcrixke7Ie8XyxUYo0bvMULpMTtVRpcNaVkDyDU8emp3TmKLLmNAVAOBV2Px6jha9D5CTdRcgMi+jPQgWeNI6CkJBKkHRPwbt+k1FzUTIN4n4n00FvE+GaoTvgyXuX5YRaDMCYTlRCVDa4gxAm4miW6gh/j9dlz76lDYb6uNOjF+DJSweTlfv3wxbJLXvla8xW9jPajndMArX7o17qyOyRPHq2UdbVnD/gsUGT6PErlEqY1JEobMG0UEJ+HI5AuNwCslmiw6KRoq4mOlt/yieqK/hc+ml0cPjuFm69atsWPHDvW39MbQlGuBBI7L5cL777+v+vsRiiZcGZbybwyjv/rqKxU2E5RW+SYneAmtzDJCjdsXW7Rogbx58yoQd+/eXT3H1MaEEZMuXFfMkyePWmfkOiRfw9U1A4oKjH+dw8ED+/HdsG9xe7Xb4LdFobHXge9jDRhsihNvUS43EI4Kirw0wMjL8fL3xwIuJBQXMD7WA3kGrkL+MfsFjLvhEzDGC3RY3M1yHXpoymucsFuVwtzJQm+BFtf6uNWOWWoOjqKXRw+yieg+gRwHSjHUphgWN51qjA7gdXhdhsjcv2yCkPdJj/R2eYwqoZIb9n7kPu3iAupCoiBDZgVE8RC//wP5X/8OjtsbokbQj4/kC2EZX7v5Ovl/0TR5rY97XQhGyZd68aLo9/FH2CXH8F8ZvDyj7d/Zf4Eifz9YxPXB1JYaigyxub7YQEQj7Ji55vrhcdFHIiZc0hu9zZtFapufCUVCgKCbMGGCWu9jYoKJEmaTCbj0ItC4PZAZXXqL9Aa3bNmSAhN6Y8uWLcN9992H66+/HsFgUF2XHugdd9yhvLPMLJfgfRNuXEPMnz8/KlWqpJIoqT1APld6r++++y5uuOEGBc+77rpLhfhX385Dkc+ZoXPPHt1QtEhhJNgseEYgN0sAsCXeg41xHqz/GxQNERprRD+IB9U64EahkuVQ4OGuyPPpQuQbtUcVd7slNI0dtROFBUJMwJSl1xgKY9ndmlsD2YiBHh0H63OLIOHG8JqQZAjMPo3MHFMEIC+ZOOF1eH1mt3lbZpW5dslECu+XyRTWTbJMiL0RiwgMuV/bP3oHrNzCx0FUQ7dIyPwVHLfVQc2YaHwknu8SBcRUr1W8xSSupcp70k1eZzFrJIJ+H55r3wHr1ujSnKxi/xWKg0Tps8umN7hJZK471hfRCoi4S+awiFB8W0SIpjfeB/c+pynJMb07Jj4YRtJrYnaYnhMTFelVvXp1lbklTHhdZqdnz56dAkVe0gvjml758uX5mhR0mLChZ3bkyBF1vcwyQpngJYAJ7ccee0xl01MbnyM9YWaj+SXAfeA9evTIVA/20u08FDmi85cF8/Fwq1bwu1242R6FPtFOAYOAIMEjQHBjPb2lECTSi/BYLxonwHiCHmOhwihw71PI+8E85BGP8QYBj12gGGDJjnhmRccYgCIcmf2l52jCkVsEOW+5hsCtJkNsUS0RvT+CL7VMCPK6BOHtclt6n/RCWQ7Evdhq7XCceKoC40RRjADRLc8jQsL7fBxX+s1GXN/+QzgrVMNdAQ8+iREPUV5LUuh1ma9xg7wPm0XrJKT+POjBbfZIeOxWNGrYUB2XzNxru/qWEVCk95fa/gmKfKB+Iv7+mKiPKJzxPrgO+TcoEgZMsMjflAi7a6+9VpWrXEj0AglGJlxYx8i1PNP4fyZn6HHSW+P1WArD32W2cR2J4To9RK5rdunS5W9LAXx+9G6ZfOFyAdcT6U1mjTWo81DkGu0PI77HndWqwidhYX2nFYMFDqsTAilAMJQWhqlFgDBLPUHUUULPcgmJsNa6X63R5R2ShGvHHhAQ7YVLoMhawEQJp4sKGOk5MqQlvCqEAMn904Qkw17WOdLr45rgeRk1hsobFBDeJuJaJT1PeoW8L85qZrjOYnJuQeS2PW5HpHfIkps84sXm/XAeCrTqgphSN6NJ0IsBArylzDSbIXPotVF8/SxL2iz/HyPwv89lQ7QlEhXKl1Nr1/v27Uv5wtZ29exqQPEz0X+CItfg5G8KeLVr18ZHH32E/v37X1D0+qhhw4Yp2KU+8Bj2MdPbpk0bBUUCtH79+spjy+wDlJnnIUOGqIQO1wt79+79N++Uz2/t2rXKiySwa9asiTlz5qQJsa+a8f35S6Aolywdevedt1GqaGHERRZEW68LUwUQBJ2CIUNoKhUkwonbAAmS2YkB9JYQ9I6gD66bq+H6Nn2Q57Mlymu8bvwhtdbIQm96bfQcmfBgMobZYCZkGOqWF7gxxCbkKtHzC3l/7GJDscyHqii/Z/E1r0/PkyU2JQSILLPhuiFh6JfHYrlNAW7bm3AE10i4nL/rt4iq1RIlBN5PRLvxvYTLzDLzNaiyo1Svi+LaqQqhBZpz4v3o6HOhsEAxIS4a3V5/VZVZMYQ2M/n8p+3K25WGItcPO4hYqsPwmfWIXD9Mb7yP4qK/QZHrawwfWYPIcPKll176x+wwb0Nvi0oPOf7McJzF0kzG8LEYPrPm8bXXXlP1jJkJRnqAXOdk6MzHJNzNeknTGFKxAJ0F5AR2Qwm1mGjKEsa3hlyU92jlyhV4+ok2iPV5UMYWhR7RXiySk59lKBsSJHSW8DkcKMLLi02JPiwuHI0vxNN8IMaHIkVLILLew7j25W9wzZdrkFc8xhvEW2OLf9cobqvbqeoEWcLD/dMMdelBljRBKWKjBnp/BB9VRnmCLKsxIMhEDuFKD5RrhtEigtcm908Y5ht/ENcM/w15352KGx/qCm/5Kiqh0j3Wg2kCcWaWw7+ekASaG+WLIkkuGV7/T96jStzdIh5jq/ubY8GC+Thx8oS8pecz+tquvF1pKLJGkQ1rZ4tYx8hQ+m8PLsbrVRatTQ9FQoLb8wgJhpP0oC60vsZvXYKH3iLBx5Icemcm6Hhf3N3CNUkClmt7LIkhcOm9jRw5MtPWeQhp7nGm50cQs2SImfL0i+1m5pnhNWsy+Xo5DCorGUE+/ccfUb/W3fDZbbjL5cCXsV6sFrAx20rvaL2Il2FhEU5yXYaZawWME0Qvx7pxp3iNvjKVcON97ZD/teHI89Va8Rz34doJR3GTeI9sKuGiVzd6h4TXO5SHF6+8PQOUBF5aGe29CEHOZGYmmXAlCLkrJWLsPlw/4TDyjj+MPMN/R973ZorH2hvWKnVQOi4OjwbcGCivb3GhgPKIU68fhlUKFLm+6sF3MX7Ul/dK7fypeivGjPlBIoXDGopX2a40FJlUiRF9LzolmijiddMbi73biH5PDUUaw0buFWaIy7VEgoyL1OnDSYKPAPz6668VUFhi061bN+UZ8m+ET3Jysiq7oadWuXJlBU2CilsEmYFu2bKlCqMJsHDG+wmnSzE+/oIFC1RCiAXZfCxmwtO/Dq4z9e3bV+2soTfJGsr9+/eH/nr1je/Nzp070O/Tj3BzmZKItUShtdeJKeI90Usk3FQpDi/5czhY/INUKCqXiwQ8X8nt2wbsuE08LH/ZyijQpB3yvTQIeT7+BXmGbhPvUQApcLxRPLqIsfsVJB0SZrsFeBwvyvXA1PKqv+2GU+BoF0UJBAvIba8jCMcdRJ6RO5CHXmnv8bj+8Z6wVW+AEomJaOJ34M0YN6aLd2h2/rkkLzjlfXBjc6IHswSQbX1OxFojUbRwIvq+/55aU/7rLx4DPOY0FK+GXWko0lio3U70u+gPEfs18vFM4/2xrnGu6GR6KBI6rOPr06ePqi8k8BiCst4vdehJD4+wZNKEmWruAuF9MOPLE5n7obnLhfWJcfKtT9jwfumZcdGbv2eJDtf5CKZwxvU/Zo+5LkivcvXq1Ze01sfXwNIi7rohjM2thIR0agDzevSCuYebWxmLFy+O77//Xt02qxjhvmr5CnRq3w5x4vmUkhP89YALC+WET1YQMNYTlbeoQukwsPgnhYDD7jq8/TwJUT+P8+CpgAN3SFidULIsLDXvw/WPvKbW+PL0nYdrBq3HNd//qSCZb9wh8SSP4LqJR3D9xKO4YdIxQxOPye+O4lpRfvEE8zFxMnInrvk2Gdf0X6pAeG27D3BTozbwVqiG8gmxaB7tQm+B/UR5DubaYQoQqfTPPb3k/aCHuD5RoCiXS+X19Ix2quWGoNeD9u2exho5hs6cYeE+gWhK25W0qwFFeotO0Zsi7o9mcfe7ItYyssvOI6IfRLz9UUKR0DKhSOOJyORIhw4dlJdHT4u7PegVTps2TYXX7DRTr149BUTuhWZhNjOkNO4QYbKCYTM9Qu4lNusXCTX+/9VXX1Ug4l5q1kWmX+ujEWJmJpxwJrwuZbuWCXYmfrgjx+v14o033lCg5t9M4+ukp8rXyS2HBCifN3+fFcyE+4+TJqNB3TrwOq243WVBPwl1V3I9UUHRHZIAgT+Hg8VlyAQRPcdvRJ1jXWjks6JSwIOEYqWVN3dD02eR/5l3kVcgec1bk/F/fX/C//VbgmsGrMQ1X60RaK7FNQNX4f8+/xX/J17mNe/OQJ7uo5CvUz9c91BXRNR6AL6yt6FkbCxqeOx4zGfHB/KY0yWM57rhRcPkCymUbOKXBCG/OtGLAfJe1XBYELBb0VCin1mzZoWWbOQ44LGQ6njQdmXsQlC80IwWQrGXiL/njhbuSAkHRe5fphdIKLL7TSNRauN12C+RiRY+DptC7BbtEHHrHzvu0JtUO1qYBEk9o4UnI+GzYcMGVcbCWkR6dQQTvS6K/6eHyfB6wIABKcAxb2du/2M5DO/b9PB4HUKTe6EbNGigoNm4cWMV2qaHUVJSkir8lud5WVDkY3FdkOE8b8ewmGue6ctsCBxCnsXd+fLlUzttuOc7tTd5NY3vFd/XL/r3w81lSyFgYQMIB0aJl7g+tLXtvKdIQIYBxeUqBEWuVdJz/DXRhx8FVP3ldy8F3bjf78LdEl7fmhCHUsVKIa78bfBUqQ1rjSYoWPt+3Fj3QdxY72HcVLcVIms1g6N6Q0RXvANFS5VHhUKFUT0mgEYBN54OevB2nBcj5XUsKOTHanq5occN+7wuRSEopsBR7nNCnB/3u+2IsUagfLnS+HrQ16GuOUZWX0nbFbULQZGT9Nj+i94aZ7WYUCMAFaxE/D2Lr9MXb9MTJPCmi7irhR7nHaL0xutFiWqJBoh4n7NET4joqcaKxubNmzdZPKTjbICQ2nhCEg4MYbkOSPA99NBDCqCE5DPPPKM8MZaz0Mvj9SlmqglBrkmymPudd95JaRRhGq/HMPrbb79VCR2ClWFr+qTL77//rtYk2cSBReT09i4Viiy/6Nq1q0rosMiczWXT35avjV4q4cxwnk0q2OyCzy8rGN//jRvWo8sLnZEYG42ilgi84HNjjpzoqhSHUAzBRCUZMgKKlLovI2Q16gEND3StAHKpeHNTRd8kBvCuqLNc95EYN+4RYN4dcOJ2txXVXVGoKd5f/aALLeX3z8R40CNewCrXH1MoGvOLBLFGYKhALverkiihx1Pic/g3Ul8OlPFlkSyXC+MC8p45UcQWidhgAK/JMbF5k1GaIx+0huJVsAtBkdlfeovsfMPmDKm73HD8qfl7hsHhjPDk8Cteh3ALt5XPND6WQ8TrEobmdVmq42/VqtVtK1euXHihshsCgpDh37n+Ri+QwGE5DT2v1F6VeV1CkNchYLhemPo6pvF3DLd5HfN6pjdpGiHGLYZcT2QHG65LXgoU+TzojXJRncsA9DgZTqd/HuZzZZjO10UI83ZZxXjizp83D82aNIHPaUcVhxUfipe2XDxFlWQJAStzZTwO4cgdJBR/v1a0Un63LM6DxXFu/CJh6vwYJ+YHnfg56FD//0VC70Xy+6Xy9xUCqNVyG+6qYdY7OXRpFmH//XH/jeR+5HHWC4DXiZLk51Xy8wcBF26xW+CX9/CB5k3x07y5xhcweaiZeMXtQlDMMiYA8QkcZhtPN2sZ4UaPkt5c586dMW7cuCyz3ncl7MjhQ6oBxK2VK8FnjcJ9EgaOjGVCJKNhchkSyCgPkpLHJ5wJSkKO2hKS+TPFv/N66jmHbq8kv89Qhe6X5UlrlRcql6o0x41GTisC8h7edsvN+H74MBwyS8c0FK+4ZWkoyhP7P1GsQHEen2xWM3qFbMzARA0z4PQow3mdOdHoxbIBRI8e3VA4MR6FLJHo5HdhtpzsbKbKsPO/JlVymvh+cB10XYJLyVij9GOm6GmvEwkCxbiYaLzd+01s/3O7AUVtV9w0FP+DMTxnSQ77IXIPM0OenHwg85WZUj0eJXR+8IEW8HucqCjh33tBlpkIABKNMFRDMa1MKK5PtcMnSYC4ND6AXgEPysp76HXY8NTjj2PVyhUSdVx8KUZbxpuG4n8whsrMvnItMyvVDmaWpUBRLRscxLBhQ1CtamV4bVGo67RhaCzX8oxmCEahdiaEoDlC5ntj7NphAfigGB9qynvotUShXq27MGPq1FxxTGVF01DUdslmQvHsuXPYtnUr3ujVA0UKJSBOTuQnPA5MjeO6XKpMrYbiRWWse3owJc6Hh+Q9jLFaUbZUSQwaOAAHstDOpdxkGoraLtu4lrpk8WI83vpRCZ3dKG+zSPjnwkI5uXmiM5GgoXip8iJZ3rdFctlF3sNiEj5HR/vwystdkLRp898qHrRlvmkoarts41rq+LHjUKvGnQgIEOu67BjMBhBykjNs5la2jUoaipciZr9ZHP5R0IUqDKGdVjS/7z7MmTVbh9BXwTQUtV3cVGmIIe604LjYj/r2VfNF4iwRaONl6OwLbevj2IHQro10J79WeG1O8KsEzIg4D+512xGQ97Ri+XIYMniwCqG5hmt+BClrGNoyzTQUtV3cQjCkmBFduWIFnm33DIIBD0pbI9FDLhfFm3udzV0bGoqXJHnPKGamZwoYn/E5UNgahdiAH2/06I7ff9um1nA1FK+caShqu7ipE9LYJsnQecrECWhUp7bqnXiHw4aBMV6s4l5nObGNLWzMPqc7+bXCK+RVc0/1soQA+gTcqGC3wmWJwuOtH8ayZUuNZiSpgaihmKmmoajtomZ6KXKwYPfunfjsk49QvnRpRFssaOl2YLyEzoSgqsPTULwsGXNrXCpjz61/38gXTB2XHe6oCNx91x2YOGEsjnJERWogUtoyzTQUtV3UTCgy67xmzSo8/1xHxAQDKGK34AWfCz/FGWUlCooSAho1iuEhoJVWhOI6Vcxt7G6ZJpetvXYELRFqzfazTz7Gnt17NAivoGkoartkO3H8OGZOm4qmjRvBb7ejqtOKj2M8WCEQZL0dGx2c77JteI7hQKB1XsYXCcVJfz4sTfTjVb8DpexRiPX58NLznbFpw0ZVmmN+OWlAZq5pKGq7ZNu/fx+++rI/Kt9cFrEMnVN6Jxo1iYSiShqEEgcaiheX8T7xS8QY38DdLf2CLtzussFrt6HZPfdg9syZqjRHQ/HKmIaitksyricmJyXh1a4vIT7Wj2LWKLzg92Ce2tYX/oTXurhSPGsmW5S36MXoOC/u9Tnhkfe4UvnyGPzVl9i3dy/+OkcqyoehoZippqGo7ZLs1MmT+PmneXigZXN4nQ7c6rDgwyBDZ6PvYLgTXusSlLLc4MGGRAOK8+ICaOdzI141nvWj+6tdsW1L2vk92jLPNBS1XdDMMhwa+0YOGzYUVareBr/dgsYeK0bEuuXENnoWhj3htS4ugSK3RKqidwEj388V8QG843ejkj0KLmsEHml1PxYv/EV1JtKOYuabhqK2C5oJRXoo27ZtRa9ePVC4UDwS5WRlkfFslXU21hPDnvBaF5W59ppS8C6A5LrisKAXjZ12eCIL4I7qVTFq1EgcOnxIQ/EKmIaitrQWOuvoIJpQVIO8FsxH60ceRLTHgYqOKLwZ7cbS+NAsFg3Ffy0CUWWfBYYEouowlOjFjAQ/nvS6EGspiOLFCqPvB+9h965dxmekLVNNQ1FbWksDRQOMnBMz4rvhqHF7VQTES6zvsuKbGE+od6JxYoc74bUuTSkZ6BAY6X0vS/SjW8CNMnYror1udOrwDDZtWI9zumtOppuGora0FgaK2//8E++81QfFCiWolvlPSOg8lRP76CnyRNaeYobK+KLx4wsJoWs6HPBEWdC4YX3MmjENx4+nHYOrLeNNQ1FbWgtB0ZS891i5YjmeaNNaZZ3L2azoFe3CkoQANqtibe5k0VDMSBGKbCc2PtarakF9kZGocHN5DBz4OfbuNeaXa8s801DU9o927OgxTJowAbVr1YTHFoU6LhsGxbixhieweInMmGooZrwIxnny/nb0O1CIA61ig3j1lS5ITtqsQ+hMNg1FbWlNnJDUofOeXbvx6Ucfo3TJ4oi1RuAx8VymxMqJqzKlxn5nvaaYOVouek+88lvZNcdqQcvmzbBgwYK0s7/pNJrSliGmoagtraUA0Qid169di84dO6r+fqXsFrzmd2FRnB9JKimgoZiZYlZ6eIwHjUNdc6pWvQ3ffTdcJb5SSKg+rNCP2jLENBS1pTXzPBMdPXoUUydNQpOGDeF32NV+3H7REjrHG1DUjR8yV9wpNDPOh7ZeJ2KjIlGsUCG8+1Yf7Nyx3figNBQzxTQUtaUxE4jnzv2F3bt24vNPPkGFsmURtFnQwuPEaAmd16uGsmwAQW9RTmAq3Qmt9V/FBhEe/Crv9RvRHpSTEDrgdODpJ9pg08YNPHGFg6EdRxqKGWoaitrSmAnFs2fOYuOG9XjhuU6I9nlQzMYGEOydaHTYVkPdNRQzUUaDCHrhg2K8qOW2wxkRgbq1a2PmjBlG1xwNxUwxDUVtacw8v06cOIE5s2ejSZPGcFoiUN1hxUfisaxQXmKo2FhJh8+ZJw+SRJPiPHjQ64A3siDKlyuLAZ/3x57du3GOc3PUP20ZaRqK2tKYCcX9+/bhm68HofItFeCTk7G5hM4j43xYSxAqD1GvKWa+jBB6QbwHLwZcaqBVXHQAL3V+Dps3sfHsGQ3FTDANRW1/M4ZkbFXV8/WuKBwfi0Q5GZ+T0PlnFSYbHmL4k1gr48T32PjyWZHoxQcxbtzqtMFjtaDpPY2w4Od5OCnevC7kznjTUNT2Nzt1ig0gflYtqwIuFyrKyfhetBur5GTVe52vjNR7LF9C3EbJPovDJYRu7HHBGxWB28R7Hz50iOqErqGY8aahqC2N8SQ7cGA/vhs2FHdUrwaPzYL6bjuGiafCk5VQTH8Ca2W8jM45hCLXFV2YJVB82udGrCUSCfEx6NmzO3777bfQ7JZQwkVbhpiGorY0JgcEtm7dijfe6IUiRQoh1haFtj4npstJybo5DcUrI2b32VdxnVpXdOFXuWS7tpvtFrhFjz7yEFavWoUzZ85oKGawaShqS2McY7p08WI89ujD8LnsKC8nYK+AG4vlBNVAvFLieqLRidsYCuZRIfRg8dbrOO1wFCyAmjXvwLRp7JrDgVYaihlpGoraQhln49/hQ4cwetQPqFnjdrgtEajHBhBBD1aHSnG0roSYzGKNolslWjZJGL050YfJEko/5nUgcFNBlClZCp999gl2796Nvzi7RUMxw0xDUVsaKG7/8w+89+5bKFG8CIJREXhCQucf1R5nZkLlhFUZaK3MlgFFkbz3KuGS6MeCRC9eDbhQJMqCmEAAHTu2x0bOhD5zVkMxA01DUVuKcT1xzepVePbpJxHj96K0hM49oz1YIifpZjk5N8WFwJjuBNbKeJ0ffcr2bAyhvcpb/yzoQyWHFS67Ffc2aoCf585VhfY6fM4401DUpozn1NGjx/Dj5EloULcOvALEmm4bBnLsgIRuG0OhXLgTWCsTFPLKmYFmJprvfVK8X+095yRFr7UgKlcoj6GDv8G+vfvUF5q2jDENRW3KeFLt2P4nPv3oQ5QvUxrRlgi1tWx8nHiIEraZ2/rCnsBaGS7WKaqyHPEOeUmPcYsAcm6sFx18DiRab0Kh2CC6v/oatiQlqdIcbRljGoralHHL2No1q/F8xw5qK1kJayReDrgwX05GDlLS2/murAhCoySHIx8MKLJmcZl8Fu8G3ajgiILXYUOr+1ti6dIlqmpAW8aYhmIuNiPBYujEieOYNWMq7mnUAB67FdWcVnwcdGFlAru1aCheaRleoiETiizNWSde+7AYL+o57XBHFsQd1apg4oTxqveltowxDcVcbKmhuGfPbgz8oj8qVSgHf1QEWrodGCUnnzoZ491ycrJmLvwJrHWlJN6iaIaE0E94XYiOLICSRQvh4w8+wK4dO4zSHG3/2TQUc7GlhmLS5s14+aUXkRgbRDFLBF4MODFPjTCllyJQVAp3ompdOYVmQsd50cvvRlHLTQj6XejYrh02btig1xUzyDQUtak6t4W//IIWTZvC77ChijMKfWNcWK6yzoQia+XcoRAu/YmqdaVkLF8YJToDg25UcUTBLZ9Vwwb1MXeOLs3JKNNQzOXGk+jggQMYMXwYqt5WGT5LJO7zODAy1sg6q90VAkOCcb1IZ6CvnkwobpbPZax4i83kc4q2RqBC+TL4+uuvsHfvXp7QoU9W2781DcVcbjyJtiYno0/PHihaOAFxAsVn/R7MifNhCwFIEIYW+vWM56st40tqc6IfcxIC6OT3orB8XvFBP7q+3AWbNm7EaTaIkM/V3KFkLI5ouxzTUMzlxlIOhs6PPvgAosXzKG+PwltBln74kKSgSC/RgKIG4tWW8XlsjvfjV4Hie9zdYrMg4LDhgeb3YdEvC3Dy1MkQDjmqgF6jhuLlmoZiLjaGzocOHsAPI4bj9mpV4LFEoa7bjsGxXqwVbyT8ial1taTKouQLypi57cX3sT7Udzvglc+tSuVKGDt6JI4eOaw+Vw3Ff28airnYGDpv27YFb/bpiaLFCkvobMGTXiemql0s4U9Mrasns26RSa+keA9mx/nwpN+JoCUCiQnxePedt7Fj+/ZQaY4pDcXLNQ3FXGzyvmL58l/xWOtH4HO7UM5qRR+/C0vkhGOrqnAnptbVkxorq+pF3UZpjniNbwScKGGJhF8+v6fbtsX6dWtDpTkaiv/WNBRznfEkkfBKQiyWcEydMgW1a9RQsz/quqz4OsaNNWFOSK0sIBU2szTKo37mvuhB8nnd6bDAb7egXp3amDd7Dk6eOJnyOWsoXr5pKOY640lyTqB4Djt37FANIMqUKI5gVEG09jkwKY67JsKckFpXX+IZqkFWqjSKs1t86vO63+1AjDUSZcuUwJBBX2P/3v0SQmso/lvTUMx1ZkDxzJnTWLVqJTq0ewZxfj+KW6PwatCDBXKiJcnJp/smZj2llEap3UUeJMf78bN4i50DHhS2RyE2xo9XX34ZmzZsNGa3hP5puzzTUMyFxtD5+PFjmPrjZDSsVwc+mwPV7Hb0l1BsZYLR/l5DMetJ9VYUGBKKG8RDTIoLYIX8/oMYDyo5o+Bz2tCsyT34aV5odws/a+Mj13YZpqGYS8w8QSj50LFr50583u8zlC/L3olRaCEh2NhYo+mD7oaTNWVkn0M7i0RGKO3DyFgvGrttCFgiUaFcaYwY/i0OHTyovvy0Xb5pKOYSSw1FhlZr16zBC891QnwwgGK2SLwQagCxmf370p2MWllD/FwMMIZ2F4XAyNKcZ3wOJFgKIibow1t93sD2P/5QX37aLt80FHOBpQYi7dSpk5gze5aa8eGzW1DVZcFHsW4sTwhgs3gePNFUpjPVCamVdXQejEZSbEmiH72DLpSzRcHtsKDN44+q9WJ++Wm7fNNQzAWWGooMqfbv34/Bgwep3omBqAg09zgwKs6LddzFotYTNRSzstTOlpAIRZZQDY71oJbTCq8tAnfVuB0zpk3DieMn+PFru0zTUMxlxpAqKWkzXn+9KxLigyhkicTzPreEzhyjaXgfpsKdkFpZTUaPxWkSQj/stSNoj0TJYkUwaMAA7N+3X68r/gvTUMwNlspVPHXqFBYsmI9WD7SEz+1ARXsU3g/6sFyguFmVeojHKCeb2k6mlfUln9cW0WJRl2gHijqiEAz40eWlF7Fh4wajNEfAaErbxU1DMTdYCIg8Jw4fPoyRI0egerUq8FujUF9CrmESenH2B08wVQsnnofuiJNNJJ8ZG0SsEn0c48StTmOgVePGDTBr9gwcP35cQ/EyTUMxFxjPBUreR2zduhVv9umNooUTkWCNxFNeB2bGudXuiA3xARGnxxGIGorZQWalALf8/RDnQWO3BX5LBMqWLoFvBn+NAwcOnIchL0xpu6BpKOYCM6F48uRJLPxlAVo/8jACHjdultC5T7QLSwSARu9EOcHMRIuGYraQmXDZKFCcJZdP+xwoJF92QZ8HvXp0w2+/bVPryMaBkEraLmgairnIjhw5jNE/jECN6lXht0WpBhDsnbhaTiazDIfhM3dOmB6IVlYXv7w4htaDpQLGtwMeVLRb4bZa0PrhB7Fs2RK1jqxMQ/GSTEMxlxhDqO1/bsf7776DEkUSEG8piDZeF340AUgYyqUpDcXsIWP914AiP7fhMX7UcdngtkSixu3VMWnCeBwzZ0JrKF6SaSjmEmMWcuXKlXjqybbwe+0oY4tAr2g3lggM2QBCeYhyUikghn4OdxJqZS0RikaPRY8qzZktv2O3oxibBcWKFEa/Tz9RA61UokWOA83Di5uGYi4xFvJOnToV9erWhs8ehRp2C74KerBO4McGEEazgRAMTaU7AbWyngwoGmKy7NdED14LuFDSYUPA68bznTpi/bp1oa45GoqXYhqKOdjMMgyK3sKAz/ujfOlSiLNa8KDbgYmx5zviKC9RLjUUs5fM8ilWDNDjXydQ7BfjQVWXHS758mvUoL7a3XL82DENxUs0DcUcbCYQz5w+jbWrV+PF559DQjCAUhJadQk4MV9Ops3qxDqvcCeeVtZViqcoUNwU71fb/jgT+l6vAx758mMXpK8HfaW2dvJY0HZx01DMwWZC8dixo5g2ZQruadAAfrsd1SW0+iTGi1VyMqlSHKXwJ51W1ha/yOjlr0s0/r85PoCfBY7P+pwoJFCMCfjQ7dWu2LolOTS7RdvFTEMxhxuhuGfPHnzRvz/KlS6NoDUKzb12jI5jizB6im45uTQUs6tSoCifIT1GeovLE/x4J9qNW+wWuOTzbnV/cyxcOF/VqWq7uGko5nCjd7Bp4ya89OILiPZ7UNQWic5+o3eiAUMNxewsc9nDTLbwi25toiZ+hG8AAA74SURBVBfD4t1o6LbCG3kTqlepjFE/jMSRw4dDR4W2fzINxRxu9A5++uknNLuvCVwCxFvFe+gb7cGKhIBafzJPpHAnnFb2ERMthoyaxbnymbb1ORBniUDRxDj0ff9d7Nm9W68rXoJpKOZwO3ToIL4bPhS33VIRfmsk7nHbMCKGC/N+tYtFQzFnyITiRoHiZoEiZ+30DLhQxi7eosuG9u2exIb1RmmOtn82DcUcbPLh4vfft+GtPr1QOD4OhWxWtAs4MTfeh2RVdqOBmBPFioKNiT4MjPXgTpcDTktBNKpfBzNnGF1ztP2zaSjmNDOL0UQnT5zALwt+RutHWiHgcaGC0463gx7VOzEpNFSd61HhTiyt7C2CcXycDy09dviiCqJ8mTL48osB2LfP2N2i7cKmoZjTLBUUDx44gOFDv0W1qreqWSz13HZ8G8smsh45cdwqY6mhmDNFKP4iet7smuP345UuLyE5OUmX5lzENBRzmoWAeO6shM6//YY+b/RCYlwQCbZItPU6MF28B4bM3CuroZiztUr0QcCNW5w2OAWMLZvdh/nzfzJmQmtv8YKmoZhD7fTp0/h16VI83voRuMVLLGePQo+AC4sSWIrDhXk5cUylOpG0co74hfd9jB8NPA64o25C1UoV8d2wYXom9EVMQzFHWchNFLEmbdzYUbirxh1wRUWgtsuCL2PcWB0fHWoAwWylnDwajDlWLLmaE+/HU34n4mwRKBQTjbclcti1c6eG4j+YhmKOMhOKwO7du/Dxxx+iRMniCFoi0dpjx48SOhOIm1SChSG0sRtCh9A5U2wlxnrU3tFulHNEwWWLwpOPP4YNG9brdcV/MA3FHGUGFM/IAb923Tp06tgBQb8PpRw2dA+4sUxC502J7L3HzDNrFSkNxZwqFnFvkM98UIwHd7utsEbchNq17sb0aVON0hzxFukxnv8q1UbTUMyBdvToUUyZMgWNGzaAz25DDZcdA4IerJUTZX0is89Goa9R7CsnkA6fc6g86ktwcpwHD3kc8EQWROkyJfF5/37Yx8az585pKIYxDcUcaNzO1f/TT1G+VClES+h8v5wQE2JZpM1JfUaSxWwqq6GYQ6U+V6+a5b1Q4NjF50IRaxQCfjc6P9cRyUmbVQhtAlFD8bxpKOYwO3P2DNavX4cXO3VCrNeLonIivCAnxAJzPVEuN4rMprIaijlUIShyK+eaRB8+lEihstMGlzUS993TED/Pm6tC6HPaU/ybaSjmMDt27BhmzpiOpo0awiNeYjU5ET6O5rB07nU2ThblLcqJo7PPOVtmIo1Z6JGxHtwrEQN3t9xasSy+/WYQ9u/fp7PQYUxDMYcZ14oGDRyIShXKyglQAC3kRBgTE/IKQyeLVu7QugQ/1iZ6kCTh81yJDp71uZEoX5Rx0T707PYa/vjjdwIgdORoM01DMYfZtm3b8NqrryEuLhqFbAXR2efAz0yqqN0rVPgTSCuHSb4E1boxky0JLiyXz/7NoBs3Oy2wi7f4yEOtsHr1KqNrjo6f05iGYg4y7mJZtGgxWrV6AG4Jm7mGxG1eq+WE2KShmLuklkXk81ZfiB6sL+THkDgP6nmssN50A2rWuB1TJk9Syy0aimlNQzFbm3k0G0c0G0Cwd2L1qrfCa4lAY48L30nozDUldtcmFMOeQFo5TwqKHiX1uQsUp8nvHpfIwR1RAKVKFMMnH/bFvj17hAJy/Ki1ReM4yu2moZitjQcx14TOqbWh37ZtRZ9e3VEkMQ5xlkg87fdgVoJfNR1lzRo9hrAnkFaOk0qkmRIwMsm2OCGA16NdKGSJQsDnRcf27bAlKUkdO6m/XHO7aShmazsPxVOnTmLxwl/Q+uEH4XM5cLPDij7RHixV3qFLTg63SHuKuUmpoZgUS68xgP5BL25j41mbFY0a1sO8uUZpjs5CnzcNxWxtJhT/wsGDBzHy++G4s3pVuMVLrOeyY4hAcV089zi7sD7ebYRUqU4arZwvE4qbBYpb5PMfF+NFE69TlWtVKF8WgwZ9ib1794a8RW00DcVsbeeh+Oeff+Ltt95E8SKFEBdVEG28DkyVE2FDohdrudCu1pfCnzhaOVD8rEXGziWv+nJksm1enA8dAyzNiUBCdACvvvKyngmdzjQUs7UZUOQe1vVr1+Gptk8g4HGivD0KPQNOLFYniNH4wdjnrMPnXCOB4fntnPLFGPrsVyb48X60G5XkGHFbI9GqRTP8umyZqlzQZpiGYjY2btDivxPHT2DmtBmoV6eOhM4RqOWyYWCMR23vUgmWOPESKXqLel0x1yilNVwIkEak4Md3EkI3kGPEEVEAt1e9FePGjFFNRLQZpqGYXU2cRC6Oc+/qrl270P/TT1CmTCn4om7CIxI6T4415nRwPYmhMy8JSA3F3KPziRb5OaQkgeIsOTae8LngiyyA4oUS8ME772DP7j062RIyDcXsagqKbABxFmvXr0Gnju0QjPajiIREXeWAXxTrRZKCodEzUYXOOnzO9eIX5XIBY89oF4pKVBF0O/Hsk08iOSmZMAgdXLnbNBSzq4U8Re5ImDb9RzRqWAdeuxXVnTZ8FnRhVagukUA0PAUNRa2Q1ExoN6o7LPDYolC/bh3MmzsPx4/rgVY0DcVsbPxm37lzJz7v1w83ly2FQFQEWnidGBOCn8o6EowKjky2hDlBtHKdkgWKE+I8cqw44LNEyrFTGl9/9RX27tmjvUUxDcVsbDyAN27YgM6dOiLW70UxCZ07B9yYF+9HUlwAG+MYOrsFiiKBogqjw5wkWrlDxhqjF0ly+XOcD519biRYohAf9KNrlxeQtHkTzp49Ezq6cq9pKGZjYxnFgvk/o0njBnBFFkRVCYf6Bj1YmRAQKMqJIFBUiRblLbKI++8nilbukQlFDrRaKV+cfaN9qGC1SghtQfMmjdWOqFOnToWOrtxrGorZ1f4KNYAYNgS33lIB7oIF0VRC5xEEYYJfZRrDnRhauVwSMbAb9waBIpuF1Hc54ImIxK0VKmL0yJE4euRI6ADLvaahmE2NC+Lbtm5Fz+6vo1BiHGKjotBBQufZ4hkyPNJQ1AorlXTzYbNohsCxrc+JmIgIFI6LwztvvaXm++T2ZIuGYjY1hs6LFy1Cq1b3w+Oxq10s70rozGaim1mTqKGo9TdxCcWY5siflyV40DvoQilrBKLdTjzx+OPYtJHrirk72aKhmA2N3+QHDxzEyBEjUK3qbfBYIyUMsmEY9zrz4BcPQENR6+8y1pfX8f8SPhOSg+WYqeG0wGuLxF131cQc1TXHLM0xlbtMQzEbmrwf2JK8BX169UKxQomIFyi29bswnWGRHPBcTFdw1NJKI3qIIcV5kSxgnCKXrbwO+MVbLFmqGL4cOCClNOcvcASq0XAkN5mGYjY0hs5LFy9G64ceRMDlkNDZgl5Br2oAkaSAqKGo9U8ytn0my5foAvn/SwE3ClmjEBvwo8vzz2HThvVqdouGYhY0eWIaimHs2NFjmDh+Au68vTpckZGoLWD8WsKgdXKQq1Icbu+Tgz38CaGVW6VKcuQYMbZ+elRHdu58+jjGi0p2u3iLNjSpVxfzf5qLEydCIbSpXGQaitnMeKByF8tHffuiZIliCERGoLXXhSlykLPUgsPujWFFxmK6lpYpA4osxzGguEmASI2M9aKB2w6vJRLly5TE8O+G4tChQ/hLzW7hQWcce7nFNBSzmXGtZ+3atWj3zNOIDnAXS0F0j3ZL6Myssxz0CoraU9T6u4xlFePYMOGYJOJM6Ke9DsRYbkJstA+93+iOP//8A+eYhdZQzFomT0xDUR2RXNc5J17iOTVPY8b06agnYY7HYcXtzih8GcMD3a+GE5kHOxXuxNDKvfo7FJmY82N5fADvRHtQxhYBv92Gxx5+EGvWhmZC50LTUMzydh6K586dTWkAUa5MKURLuHO/fMNPlAOcBdtm70SzQDfciaGVe2VAMaQQFDn+lts/v5UQuqbLCp81EjWrV8OMGdPVumJuNA3FbGBmh21mndesWoXOHTogwe9HCYsFXQIe/CQHNZuHEohs/mB4A+FPDC2t9OIX6vR4Px7yORFttaBk4aIY0L8/9uzZrZZrcptpKGZ1E0fRTAAydJ45Yxoa168Ln82KKg4bPonxYoUc1JtZjKvCZz3OVOvylCxaKnol2o1CNguivX4837E91q9bIyF07pvdoqGY1Y3Rs4LiX9i/f58aSVm2XGl4owqiiduGUXECv0QmWYyN/hvjCUQNRa1LEyMKds1ZK+oX40FFhwVOuxX1696NOXNmSQid+2ZCayhmdQtB8dy5v7Blyxa82vUVxMYEUdhyE170OTBfvMMtcmAzi5gk/zcuQ5KQWssQvSGGiYbCXye3KlmAmCRfrOPlC/ZelxV+S0GULlEc3347RM0TZ4Iv5UDMBaahmE3stIQxixYvRIvmzeB1OCR0jpJvdh/WJ0ZjmxzYW6hE43JrigKZp8Qwv7uS4uObCvf3kLakKPV7E/r7Jd5HpusqPr753vwmz2FxQjSe8ztR2FoQAY8X3bt1w2+//RaaCS1AVOs4xn9zMh81FLOBMXxhMe3IkSNQ7dbKaudBZacdzwc8+DTGi88k7Pn0Sis2zO+upPj4psL9PaRPqOB5pfn7Jd5HpusqPr56f0QMnd+X96dVwIlCDiu8cow91LIFli1bgtOnT/Io5IF4HogailfH5IlpKIrxmzo5ORm93+iFYvHx8EXZkOBwoZjbgRJuG0q47Ch5peUO87srKT6+qXB/D4nvTYrSX/8S7yPTdbUfX8kmz8OKRI8dfqcDXksU7qhcCVMmjcPx48eMAzE1EDUUr47JEzOhuIBPNrfayZMnsXDBfLRudT9ivU74HDb4PW543C643c7L1L+5TWboYs+DfzcV7u+XotT38W/u51Jv+2/uOzP035+HTxTtcsFns6B4oXj0+/RjHDhwIHQk5g4TKI6Ti6gQhrKWyRP7PwkdvfIkBwgYF+ZWSei8cMzokQtr3HrLQo81cqHbbl3odttFrtDl5ejf3CYzdLHnwb+bCvf3S1FG3f5i9/FfHiMj9e+eh0fkFwUoFyX3Y7Mt9Mvlc+2fXbhx3bqFJ06cCHts5kQJb94GUOD/AdZE1bRdeS4/AAAAAElFTkSuQmCC)This Gaussian profile means that an intensity gradient already exists within the laser beam and small dielectric particles will tend to be attracted and trapped in the centre of the beam.

However, the problem of trapping along the axis of the laser beam (z direction) still needs to be considered as no intensity gradient exists for a coherent parallel beam. This difficulty can be overcome by focussing the laser beam using a simple microscope objective lens.

When the light is focused, it creates a trap along the axis of the beam. This is because the area of the beam decreases as it approaches the focal plane and then increaeses after passing through it. This causes the intensity to steadily increase and then decrease on passing through the focal point of the lens.

The strength of the trap in the z direction can be varied by changing the angle, , (see diagram on left). The larger this angle, the steeper the intensity gradient will be along the axis of the laser beam. The maximum gradient in intensity can be obtained by using a lens with a high numerical aperture (NA), where NA is defined as

where n is the refractive index of the ambient environment.

Trap stiffness (Quadratic approximation to beam profile)

quadraticapproxtogaussianFor small displacements from the central position we can approximate the Gaussian intensity profile of the beam using a quadratic function

Laser Intensity

Intensity gradient

As we will see in the following examples, this allows us to determine the effective spring constant (or stiffness) of the trap and to use optical tweezers to measure forces that are exerted on trapped particles.

For small displacements (r<<wo) the intensity profile can be approximated by a quadratic form. This results in a force which is directly proportional to the displacement of the particle within the trap.

Where

Hence, if we know the displacement and the trap stiffness, we can calculate the force exerted on our trapped particle.

Detection of particle movement

The split photodiode arrangement used in AFM can also be used to detect deflections in optical traps. However, a quadrant photodiode is used to detect deflections in both the x and y directions.

In the case of large particles, a shadow is cast on the quadrant photodiode. This means that measured intensity varies as the particle moves in the x-y plane.

For smaller particles, light scattered from the particle interferes with light in the main beam to produce a fringe pattern on the photodiodes. As the particle moves around, the fringe patterns move. This can also be used to detect motion of the particle.

Quadrant photodiode

(4 photodiodes)

Shadowing (large particles)

Fringe pattern (small particles)

Laser beam

Calibration of optical traps

There are 2 main techniques used to calibrate the spring constant or ‘stiffness’ of optical traps.

Method 1) We can measure the displacement of a particle under the influence of known forces

Method 2) We can measure the mean square displacement, <x2>, of a trapped particle under the influence of thermal motion

opticaltrappingDNAForce Measurements

It is possible to perform force measurements on e.g. single molecules.

An optical trap and a fine micropipette can be used to measure the forces exerted by individual DNA molecules.

Small polymer beads can be tethered to the ends of the molecule and used to manipulate it.

C. Bustamante et al., Nature, 421(23), 423 (2003)

Summary of key concepts

Atomic force microscopes can be used to measure forces,

The spring constant of an AFM cantilever is determined by its material properties and its physical dimensions

A split photodiode arrangement is used to detect deflections and to measure forces with >10pN precision

Particles in a laser beam will experience a force that acts to pull them to regions of higher intensity

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)

Lasers have a Gaussian beam profile, which naturally lends itself to trapping of particles.

Trapping in three dimensions can be achieved by focussing the laser using a microscope objective.

Trapping forces on nanoscale particles can be measured with pN precision.

10. Colloidal Stability & Osmotic Pressure

Colloids and nanoparticles

Colloids are mixtures where small particles (<1 m in diameter) of one substance are suspended in a second medium or continuous phase. They can be made of solid particles suspended in a liquid or liquid droplets suspended in another liquid (also called emulsions).

They are not solutions! The material is not completely dispersed, but exists as discrete particles.

Colloidal interactions govern the properties of nanoscale particles and interactions between surfaces in liquid environments. Understanding and controlling these interactions is therefore essential in the manufacture of nanoparticles, ferrofluids (magnetic nanoparticles) and solution based quantum dots. These interactions are also important in mediating the interactions between large biological molecules such as proteins and play important role in stabilising the nano to micron scale fat droplets in milk.

The key challenge in manufacturing nanoparticles and colloidal dispersions is preventing the interparticle/intersurface forces from causing the small particles from sticking together. Moreover, these systems have a very high surface to volume ratio when compared to bulk materials. This means that there is a large energy penalty associated with the large surface area of these dispersed systems.

The natural tendency is for small particles to stick together or flocculate to form an aggregate (more on aggregation in a later lecture) and hence reduce their total surface area. We have already seen that dispersion forces result in a mutual attraction between particles. These can drive the flocculation of even very dilute systems.

How do we stop things sticking together?

We need to introduce a short-range repulsion force to keep particles apart and prevent them flocculating under the action of dispersion forces. In water, this is often done by decorating the surface of the particles with charged groups and adding a small amount of salt.

SternlayerWhen the particles are added to salt water (or electrolyte) the dissociated salt ions cluster around the charged particles to form a counterion cloud. The counterion cloud can be thought of as having two regions. The first is the Stern (also sometimes referred to as the Helmholtz) layer. This layer consists of ions that carry the opposite charge to the surface groups on the particle surfaces and is usually tightly bound to the surface. The second layer is called the diffuse double layer. This layer consists of a mixture of positive and negative counterions which are relatively mobile and are distributed in such a way that the system becomes charge neutral.

If the particles are charge neutral then there can be no net electrostatic interaction between them. So how does decorating the surface of particles with charged groups introduce a repulsive force between them?

The answer to this question is that the presence of the counterions around the particles creates an osmotic pressure between the particle surfaces.

Pure water

Water with particles

Semi-permeable membrane

Flow of water

Osmotic Pressure – the pressure arising from spatial gradients in the concentration of a solute. This pressure acts to restore a uniform concentration and will cause a flow of water unless or until a sufficient pressure acts to oppose it.

When the particles/surfaces approach the local concentration of counterions between them increases relative to the bulk concentration of counterions (i.e. far away from the particles).

If we think of the charge neutral system of ions floating around in between the two particle surfaces as a non interacting (ideal) gas of ions we can use the ideal gas law to derive an expression for the pressure exerted by the counterion clouds. However, before we proceed it is worth mentioning that although the electrostatic potential energy of the charged particles does not influence their interactions directly in an electrolyte, it does determine how the counterions will be distributed around each particle. As we will show below, this has some influence on the local concentration of counterions and hence the osmotic pressure exerted between the particle surfaces.

The osmotic pressure, , which pushes the surfaces apart and tries to restore a uniform counterion concentration is given by

where n+ and n- are number densities of positive and negative ions in the gap, and no is their concentration far away from the surfaces. Note that for an electrolyte (salt) in bulk solution (e.g. NaCl) the concentration of positive counterions (Na+) is equal to that of the negative counterions (Cl-).

How do we calculate n+ and n-?

We have deliberately assumed that the number densities/concentrations of positive and negative counterions in the gap between the two surfaces will be different. This is not unreasonable if we consider our diagram of the stern and diffuse double layers above, as we might expect an imbalance in these concentrations to occur for charge neutrality to be maintained.

To determine the number densities of the counterions we need to consider the electrostatic potential energy of the counterions in solution and how this influences their local concentration.

For an ion of charge ± ze, sitting in a spatially varying electrostatic potential V(x)the energy, E, is simply given by

To determine how this energy influences the distribution of counterions, we recall that the probability, p, of a particle occupying a given energy state can be described by Boltzmann statistics (See thermal physics notes)

In this case, the energy of the particle is determined by its position in the potential V(x) (as described above) and the local number density must scale with the probability associated with finding the particle with a given energy. Hence we can simply write the number densities of positive and negative counterions as

Hence, our expression for the osmotic pressure becomes

![](data:image/x-wmf;base64,183GmgAAAAAAAMAHQAQACQAAAACRXQEACQAAA2ABAAADABwAAAAAAAUAAAAJAgAAAAAFAAAAAgEBAAAABQAAAAEC////AAUAAAAuARgAAAAFAAAACwIAAAAABQAAAAwCQATABxIAAAAmBg8AGgD/////AAAQAAAAwP///7j///+ABwAA+AMAAAsAAAAmBg8ADABNYXRoVHlwZQAA8AAIAAAA+gIAABAAAAAAAAAABAAAAC0BAAAFAAAAFAIAAkAABQAAABMCAAKyBBwAAAD7AoD+AAAAAAAAkAEAAAAABAIAEFRpbWVzIE5ldyBSb21hbgBYsfN3YbHzdyBA9Xd8EmZYBAAAAC0BAQAIAAAAMgpgAuYGAQAAADF5CAAAADIKbgEgBAEAAAApeQgAAAAyCm4B0AIBAAAAKHkcAAAA+wKA/gAAAAAAAJABAAAAAgACABBTeW1ib2wAAK8QChCc4RIAWLHzd2Gx83cgQPV3fBJmWAQAAAAtAQIABAAAAPABAQAIAAAAMgpgAhIFAgAAADw8HAAAAPsCgP4AAAAAAACQAQEAAAAEAgAQVGltZXMgTmV3IFJvbWFuAFix83dhsfN3IED1d3wSZlgEAAAALQEBAAQAAADwAQIACAAAADIKjAOgAgEAAABUPAgAAAAyCowDVgEBAAAAazwIAAAAMgpuAWwDAQAAAHg8CQAAADIKbgFsAAMAAAB6ZVZlHAAAAPsCIP8AAAAAAACQAQEAAAAEAgAQVGltZXMgTmV3IFJvbWFuAFix83dhsfN3IED1d3wSZlgEAAAALQECAAQAAADwAQEACAAAADIK7AMVAgEAAABCZQoAAAAmBg8ACgD/////AQAAAAAAHAAAAPsCEAAHAAAAAAC8AgAAAAABAgIiU3lzdGVtAFh8EmZYAAAKACEAigEAAAAAAQAAALjjEgAEAAAALQEBAAQAAADwAQIAAwAAAAAA)

In the limit of small surface potentials i.e. when this reduces to

So if we know how V(x) depends on the distance away from the surface we can calculate the osmotic pressure due to the counterions.

potentialnearsurfaceWhat form of V(x) should we use?

The true form of the electrical potential between colloids and charged surfaces is complicated. However, a good starting point is to approximate V(x) to the form expected for the potential due to an isolated charged surface in an electrolyte.

To obtain this we must first solve the Poisson equation which relates the electrostatic potential V(x) to the local charge density, , using the following formula.

where  and o, are the relative permittivity of the medium in which the counterions are dissolved (usually water) and permittivity of free space (Fm-1) respectively.

Potential near a planar/flat charged surface

The charge density associated with the counterions is simply the product of their charge and number densities;

![](data:image/x-wmf;base64,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)

In the limit of small potentials, , the Poisson equation for the cloud of counterions becomes

Solution of the Poisson equation and the Debye screening length

The Poisson equation for the counterion cloud is very similar to the equation for simple harmonic motion (a=-2x) and therefore must have a solution which consists of a sum of positive and negative exponentials. However, we require that the potential decays to zero for infinite, x. (If it didn’t, the total energy of the counterion cloud would be infinite!). This means that we are left with a solution which consists of a simple negative exponential of the form

Where Vo is the surface potential (i.e. the electrostatic potential at the surface) and  is a decay constant such that if we insert V(x) into the Poisson equation we obtain

1/κ is the Debye screening length. (N.B the Debye length is 1/κ not κ!)

It is the distance over which electrostatic interactions are screened in an electrolyte and Vo is the potential at the surface.

Osmotic pressure between surfaces (revisited)

Recall that the osmotic pressure due to counterions between charged surface has the form

where

If we insert our solution for the potential we obtain

where D=2x is the distance between the two surfaces.

This expression describes the positive (repulsive) osmotic pressure caused by the condensation of counterions in the gap between two surfaces.

potentialneartwosurfacesTotal pressure between surfaces

The total pressure between two charged surfaces in an electrolyte is given by summing the contributions due to repulsive osmotic pressure and attractive dispersion forces to give

where Pdispersion is the pressure due to the attractive dispersion interactions. We have

where the first term is due to the osmotic pressure and the second due to the attractive dispersion forces.

This is a simplified form of the equations derived by Derjaguin, Landau, Verwey, Overbeek (DLVO) when formulating the DLVO theory of colloidal stability.

The plot below shows how the dispersion pressure, the osmotic (double layer/counterion) pressure and total pressure vary with the separation of the surfaces.

DLVOdispanddoublelayer

At short range (<10 nm) the repulsive pressures are high until below a critical separation of ~4 nm the pressure becomes attractive as dispersion forces dominate. It is the large positive pressures in the range 4-10 nm which stop the surfaces from sticking together when they approach. However, if the surfaces are pushed together with pressures that exceed ~4000 Pa, the surfaces will adhere to one another.

The inset shows that at long range (>18 nm in this case) the pressure is weakly attractive and that at a separation of ~18 nm there is no net pressure on the surfaces. This corresponds to the equilibrium separation of the surfaces under these conditions.

The effects of adding electrolyte

As more salt is added, electrostatic effects are more strongly screened → eventually attractive dispersion forces dominate and surfaces will stick together. This is manifested as a reduction in the height of the repulsive pressure ‘barrier’ until finally, the pressure becomes negative for all values of the inter-surface separation, D.

DLVOeffectsofsalt

Increasing salt concentration

Summary of key concepts

Colloidal stability is important in many areas of nanotechnology

It can be achieved by charging surfaces

The pressure exerted on charged surfaces in an electrolyte is determined by a balance between the osmotic pressure due to counter-ions and the dispersion pressure .

11. Entropic Forces

Colloidal Stability

In the last lecture we discussed how colloidal particles can be stabilized against flocculation by weakly charging the surface of the particles. However, it is sometimes not possible to use charges to keep particles and surfaces apart in solution. This is particularly true when using organic solvents as the suspending medium (e.g. in ferrofluids), as ionic solids (electrolytes) are often poorly soluble in these solvents and thus unable to stabilise the system.

rodonsurfacenoangle.jpgAn alternative route to stabilisation is to use Steric (or entropic) repulsion effects between surfaces. This stabilisation method involves decorating the surface with long molecules (e.g. polymers). The molecules are tethered to a surface by one end and can wave around freely in solution. As a result they have a large number of possible orientations/configurations (i.e. directions in which they can point).

When a second surface comes close to the surface that is covered with our molecules, the number of configurations that the molecules can adopt is reduced. This reduces the entropy (or measure of disorder) of the molecules. Recall from your ‘Thermal physics’ module that the second law of thermodynamics states that the ‘the entropy of an isolated system can never decrease’. This means that there is a tendency for the entropy to increase and to be maximised in an isolated system. (We will assume for the sake of argument that the tethered molecules represent an isolated system).

If the entropy of the tethered molecules is reduced by bringing a second surface into close proximity, the system will tend to resist this reduction in entropy by generating a repulsive force. This entropic repulsion is the physical origin of steric forces between surfaces.

Boltzmann form of Entropy

Boltzmann derived a statistical form of the entropy of a system, S, such that:

where W is the number of available (micro) states corresponding to a given macrostate and kB is Boltzmann’s constant (JK-1 ).

In this case…

Macrostate → molecule tethered to the surface

Microstate → a single orientation of the molecule

Calculation: the entropy of a tethered rod

Suppose we treat the molecule as a rigid rod with length, l, and cross sectional area, a. If we allow the rod to point in any direction it can sweep out half a sphere with a total area, A1

  1. Consider the free rod (ie when no upper surface is present)

    1. Calculate the Area of the surface it can move over

    2. Work out the number of microstates W1=A1/a

    3. Use the Boltzmann formula to calculate the entropy S1

  2. Repeat the calculation for the rod with upper surface at D < l

    1. Calculate the Area of the surface A2 it can move over

      1. Work out an elemental area in terms of x

      2. Substitute for x in tems of l and cosθ

      3. Integrate between θmin and θmax

    2. Work the number of microstates W2=A2/a

    3. Use the Boltzmann formula to calculate the entropy S2

  3. The important quantity is the change in entropy with separation D of the two surfaces

    1. ΔS = S2 – S1

For the case considered in the lecture where θmin = 0 and θmax is defined by the distance of the upper plate

Entropic repulsion force

![](data:image/x-wmf;base64,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)We can extract a force if we know how the entropic contribution to the interaction energy , U, depends upon separation D. As

To determine the energy change associated with our change in entropy we must determine the change in free energy associated with bringing the two surfaces together. The change in the Gibbs free energy, U, (see ‘Thermal physics’ notes) of the system at constant temperature is given by:

The first term, H is the change in enthalpy. Essentially this encompasses all the interactions we have met thus far in this course such as the formation of bonds.

The second term TΔS is the change in energy due to entropy. A decrease in entropy results in an increase in the free energy U. Therefore, if there are no changes in H this will result in a repulsive force.

How does entropy result in a force?

Whilst it is clear mathematically that entropy may result in a force, it is helpful to understand this fundamental idea on a conceptual level. It is often stated that entropy is a measure of disorder. This statement whilst true needs clarifying. Entropy is actually a statement about the number of possible equivalent configurations.

Consider the following analogy: a bedroom can be organised in many different ways. Clothes could be strewn across the floor or folded on a chair, the lamp could be in any number of different positions, the books could be on the shelf or chucked on the floor. All of these different arrangements would represent a single configuration or microstate. However, there are many more ways in which a bedroom could be untidy rather than tidy. In making this statement we are saying that the different ways in which a room is messy are functionally equivalent. It doesn’t matter which way, we would still call it untidy. In terms of Boltzmann’s entropy formula we might say that an untidy bedroom has a larger entropy than a tidy one. This is because the number of equivalent configurations or microstates of an untidy room is larger than a tidy room.

However, here is a key point. How does a tidy bedroom go from tidy to untidy? The fact that there are more messy room configurations than tidy ones by itself does not explain why a room might end up messy. In our equation above the free energy depended on ΔS ( a statement about the change in the number of configurations) but it also depends on Temperature. The role of temperature is to allow the system to freely explore all the different configurations. In the case of our room we might say that temperature is analogous to a strong earthquake. The earthquake enables all the items in a room to move around, creating (or “sampling”) different configurations. Now the role of entropy is clearer. Since the earthquake causes the configurations to be sampled randomly the final configuration is a matter of chance or probability. Since there are many more messy configurations we expect that the room will become messy if hit by an earthquake. The explanation depends both on entropy ( a statement about probability) and temperature (a way of sampling those different microstates).

Finally, consider the situation in which you are in a tidy room when an earthquake hits. In order to keep the room tidy (to work against the change in entropy) requires you to do a lot of work, to apply forces to prevent things moving out of place. You need to apply forces to resist the “entropic force” being generated.

In the microscopic world of colloidal particles, salt ions and nano-rods tethered to surfaces interactions are comparable to the thermal energy kBT. This means the temperature enables particles etc to sample different microstates giving rise to significant entropic forces.

The pressure between two surfaces

Earlier we calculated the entropic force produced by a single rod tethered to a surface. In reality a surface will be covered with a large number of rods with an average spacing.

In the case where the separation between tethering points is, d, then the effective area occupied by one molecule is d2

![](data:image/x-wmf;base64,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)graftingdensity.jpgThe force per unit area (Pressure) is P, where

confinedrod.jpgSummary of key concepts

When the motion of molecules near a surface is confined it reduces the entropy of the system.

This gives rise to a repulsive force which acts to push surfaces apart and oppose the entropy reduction

![](data:image/x-wmf;base64,183GmgAAAAAAAOAF4AMBCQAAAAAQWAEACQAAA1cBAAADABwAAAAAAAUAAAAJAgAAAAAFAAAAAgEBAAAABQAAAAEC////AAUAAAAuARgAAAAFAAAACwIAAAAABQAAAAwC4APgBRIAAAAmBg8AGgD/////AAAQAAAAwP///7j///+gBQAAmAMAAAsAAAAmBg8ADABNYXRoVHlwZQAAwAAIAAAA+gIAABAAAAAAAAAABAAAAC0BAAAFAAAAFAIAAsICBQAAABMCAAKSBRwAAAD7AoD+AAAAAAAAkAEBAAAABAIAEFRpbWVzIE5ldyBSb21hbgBYsfN3YbHzdyBA9XdWHWYiBAAAAC0BAQAIAAAAMgqMA2QEAQAAAER5CAAAADIKjAPcAgEAAABkeQgAAAAyCm4BUQQBAAAAVHkIAAAAMgpuAQcDAQAAAGt5CAAAADIKYAJGAAEAAABQeRwAAAD7AiD/AAAAAAAAkAEBAAAABAIAEFRpbWVzIE5ldyBSb21hbgBYsfN3YbHzdyBA9XdWHWYiBAAAAC0BAgAEAAAA8AEBAAgAAAAyCs4BxgMBAAAAQnkcAAAA+wIg/wAAAAAAAJABAAAAAAQCABBUaW1lcyBOZXcgUm9tYW4AWLHzd2Gx83cgQPV3Vh1mIgQAAAAtAQEABAAAAPABAgAIAAAAMgrgAtUDAQAAADJ5HAAAAPsCgP4AAAAAAACQAQAAAAIAAgAQU3ltYm9sAAAOHArNnOESAFix83dhsfN3IED1d1YdZiIEAAAALQECAAQAAADwAQEACAAAADIKYAKQAQEAAAA9eQoAAAAmBg8ACgD/////AQAAAAAAHAAAAPsCEAAHAAAAAAC8AgAAAAABAgIiU3lzdGVtACJWHWYiAAAKACEAigEAAAAAAQAAALjjEgAEAAAALQEBAAQAAADwAQIAAwAAAAAA)For rod like molecules on a surface which occupy an area d2, the pressure between surfaces at a separation, D, is given by

Depletion Forces

Real systems can often contain multiple components of different sizes, think for example of a biological cell with many different sized proteins or a paint where there are both small pigment particles and large latex particles. Even in the absence of specific energetic interactions between these components the large particles / surfaces can experience an attractive force due to the entropy of the smaller particles.

The motion of a large particle is filmed as it diffuses inside a boundary. In (b) only the large particle is inside the boundary. The probability of finding the particle at a particular location is indicated by the colour map. The probability is uniform across the entire volume. In (c) lots of small particles (which are not visible) are also added to the volume. Now the large particle spends nearly all of its time trapped against the boundary. This indicates that there is now a force keeping the large particle at the edge. [ Dinsmore et al PRL 1998]

Excluded Volume

r

r

In a multi-component system, the motion of the small particles in a suspension is restricted by the presence of the larger object (eg a large particle or plate). In addition to the volume taken up by the large object itself the small particle centres are also “excluded” from a thin layer around the object related to their own size. The entire volume (volume of the large object and the layer around it) is known as the excluded volume.

Key insight: Small particles are excluded / depleted from a volume around any larger object in solution.

Depletion Force between 2 plates

Two large objects in a suspension of smaller particles can experience an attractive force if they come too close together. This force arises from the change in entropy of the small particles arising from the change in excluded volume around the larger objects as they come close together.

Calculation: depletion force for 2 flat plates in suspension of small spheres

  1. Calculate the excluded volume of the plates when they are far apart (Vexcl_1). This is related to the geometry of the object and the geometry of the small particle (see above)

  2. Calculate the excluded volume when the objects come close enough together that there excluded volumes overlap (Vexcl_2).

  3. Calculate the change in excluded volume. ΔVexcl=Vexcl_2 - Vexcl_1.

Be careful with the sign of this term, it should be negative as the objects come closer together since the overlap region between the objects reduces the total volume.

The change in volume accessible to the particles ΔVp increases as the excluded volume decreases. There are therefore 2 scenarios:

D > 2r à No change in Vexcl since no overlap

D < 2r à

This increase in the volume accessible to the small particles, means there are more possible configurations or microstates the closer the large plates come together.

From our previous lecture we know that S=kBlnW à ΔS > 0 as the separation between the plates, D, decreases.

Consequently:

This implies that if the plates are separated by a distance D < 2r there will be an attractive force between the plates.

Calculating the number of microstates is however tricky. We showed in lectures (this will not be examined) that this problem can also be equivalently described in terms of an osmotic pressure associated with the small colloidal particles. This lead to a key result:

Entropic Force v Osmotic Pressure

The Depletion force can therefore be described in 2 different but equivalent ways:

  1. It arises due to the increasing entropy of the small spheres due to the increased volume as the plates move together.

  2. It is an osmotic pressure difference acting on the plates due to the different concentration of small particles in between and outside the plates.

It is perhaps easy to get confused about whether the Osmotic pressure results in attraction or repulsion. We have seen that for 2 charged plates the pressure is repulsive, but for 2 plates surrounded by small spheres it is attractive. The pressure acts to reduce the differences in concentration. Thus in the charged plates the concentration of ions is higher between the plates. The pressure therefore draws liquid from the bulk into the gap, pushing the plates apart and reducing the ionic concentration there. In this lecture the concentration of particles is high outside the gap and zero in between. The pressure therefore pulls water from the gap into the bulk to reduce the concentration. This in turn pulls the plates together to compensate for the loss of water in the gap.

Depletion Force 2 spheres

The depletion force between 2 large spheres in a fluid of smaller spheres can be calculated in an analogous way to the 2 plates. The problem is the same, since we must work out the change in excluded volume between the two spheres as they come close together. However, the different geometry makes the calculation a little trickier.

R

D

The volume of overlap between 2 spheres is twice the volume of a spherical cap.

R’

h

h = R’ – D/2 and R’ = R + r

Hydrophobic Effect revisited

In section 6 it was highlighted that the hydrophobic effect was a difficult subject since it fitted with different sections of the course. Hydrogen bonds are permanent dipoles and hence we initially visited the subject in section 4. However, in understanding the hydrophobic effect we also needed to consider a principle which we have subsequently explored, that is that Entropy can produce a force (section 11)

Now hopefully with a broader understanding of this principle we can revisit the hydrophobic effect and show how this fits together.

waterandice.jpgLet us consider a single water molecule surrounded by other water molecules. The single water molecule is composed of Oxygen and Hydrogen atoms resulting in a permanent dipole. This permanent dipole forms because the electronegative oxygen atom pulls the electron density in the covalent bond towards itself. This results in a slight positive charge on the Hydrogen and slight negative charge on the Oxygen. These charges interact with neighbouring water molecules so that there is a “Hydrogen Bond” between the Hydrogen of one molecule and the Oxygen of a neighbour.

The Hydrogen bonds are much more stable than dispersion interactions but still able to be disrupted by thermal fluctuations on a reasonable timescale. Typical Hydrogen bond energies ~ 12kBT when compared with dispersion interactions ~ 2kBT. This means that in liquid water the water molecules find a stable orientation for a small amount of time and then change orientation or neighbours. Now let us think of this in terms of the language of entropy we have been developing. Since there are lots of orientations and lots of possible neighbours this means there are a large number of microstates for a collection of water molecules.

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)clathratecagewithmethane.gifNow consider adding a single non-polar molecule to the collection of water molecules. Water molecules cannot form hydrogen bond interactions with this molecule and so to minimise the number of lost hydrogen bonds the water molecules must arrange themselves in a very specific structure – “The clathrate cage”. How many equivalent configurations are now accessible to these water molecules? Due to the restrictions imposed by the presence of this non-polar molecule the water molecules cannot be arranged in lots of different orientations and they are confined to a relatively small number of nearest neighbours. In other words the number of microstates is much smaller than before.

If we add a second non-polar molecule to the water this likewise results in a load of new water molecules reducing their entropy. We should be able to see that for each bit of surface area of each non-polar molecule a number of water molecules have a reduced number of configurations. If the two non-polar molecules come close enough together the number of water molecules affected starts to reduce. So we therefore have some water molecules whose orientations and mobility is no longer restricted increasing their entropy. This is approximately proportional to the accessible surface area of the two non-polar molecules.

Summarising: when the two non-polar molecules are separate:

  • large exposed surface area

  • restricts number of configurations of large number of water molecules

  • small number of microstates

  • small entropy

As they come together:

  • reduced exposed surface area

  • less water molecules have restricted configurations

  • slightly larger number of microstates

  • increased entropy

Earlier we derived the expression:

which relates the force to the change in entropy with distance. In this case as we reduce the distance between the non-polar molecules the entropy of the system of water molecules surrounding them increases. If ΔS > 0 and ΔD < 0 then F < 0. Ie the change in entropy of the water molecule results in an effective attractive force between the two non-polar molecules.

An additional clarification which will not be examined:

Our picture of the clathrate cage is somewhat simplistic. It implies that only the layer of water molecules in direct contact with the non-polar molecule is affected and hence contributes to the change in entropy. This is not true. A number of layers of water molecules will have a restricted set of configurations. To understand why consider how the second layer of water molecules interacts with the first layer. Since the first layer cannot easily rotate, the second layer must form a certain relative angle to be able to form hydrogen bonds. This effect gradually reduces as one moves further and further away due to fluctuations. This is why there is still a hydrophobic effect between two plates which are more than two water molecules apart. As the plates move closer together the number of molecules affected reduces (the entropy of the entire system goes up) since the available volume and hence number of water molecules in the gap also decreases.

12. Aggregation & Self-assembly

Aggregation We have seen that particles and surfaces can interact via many different physical interactions (e.g. dispersion, double layer and steric forces). The subtle balance between these interactions determines whether the particles/surfaces will remain separated in solution.

blukphaseseparation.jpgWhen the interactions between particles favour the attraction of particles, they will tend to aggregate. If these interactions become really strong, they will eventually drive phase separation in the system and the components will unmix forming effectively infinite aggregates.

Why do aggregates form?

When the energy per particle/molecule associated with a particle/molecule inside an aggregate is less than the energy of a free molecule, then aggregates will start to form. If this average energy becomes lower (more favourable/negative) the bigger the aggregate gets, then the aggregate will continue to grow.

The shape of the aggregate that forms will depend upon the nature of the interactions between individual molecules. If for example, the molecules have highly directional interactions at opposite ends, they will tend to link up to form long chains or one dimensional aggregates. If the molecules interact in two dimensions they will tend to form disks or planar aggregates. And if the interactions are isotropic (i.e. the same in all directions), the molecules will tend to form three dimensional aggregates, droplets or clusters.

Chemical potential of a molecule

In order for an aggregate to grow the change in the ‘free’ energy when an additional molecule or particle is added must be negative. We define the chemical potential μ of an aggregate as the rate of change of the free energy with particle number N.

ie

As we will see the chemical potential depends upon the shape of the aggregates and the number of particles in the aggregate (N)

One Dimensional aggregates (rods)

Consider a linear aggregate where all the N particles/molecules are joined together in a line.

Most particles have 2 bonds which we will say results in a negative change in the free energy μBulk. The two particles on the end each have an exposed surface with one bond each that is unsatisfied. This is equivalent to one particle with two unsatisfied bonds. One way to write the energy change down is to firstly write the free energy change of N normal particles and then add a correction for the “one particle” which has unsatisified bonds.

To calculate the change in the free energy we differentiate this expression:

Since this value is always negative adding a single molecule to a linear aggregate will always be favourable. As a result, molecules that form these kind of aggregates will tend to form very long (essentially infinite) rods or fibres.

Excess surface area

R

t

Two dimensional aggregates (disks)

The case of 2D aggregation is slightly more complicated.

As a disk-like aggregate grows the area of the surface on which the particles attach increases with the radius of the disk. The production of this excess surface area has an energy penalty associated with it.

How many molecules are required to form an aggregate of radius R? Equating the volume of the aggregate with the volume of the N molecules from which it is made and rearranging gives:

Following the same logic as for the 1D aggregate, we will work out the bulk energy of N particles but then correct for those particles at the edge of the aggregate that have unsatisfied bonds. In this case the surface correction term is related to the area of the exposed edge and we also define the surface energy per unit area γ. We then substitute for R to obtain the expression for U.

Differentiating with respect to N gives an expression for the chemical potential:

Three Dimensional aggregates (spheres)

Similarly for 3D aggregation we consider bulk and surface terms:

  1. Work out how N is related to R à N = (4πR3/3v)

  2. Write down energy of bulk and surface

U = UBulk + USurface = -Nµbulk + 4πR2γ

  1. Simplify expression to remove dependence on R

  2. µ = dU/dN

What happens as the aggregation number increases?

For a 1D aggregate we saw that the chemical potential is always negative and so aggregates grow regardless of N. However, for 2 and 3D aggregates this is not necessarily the case.

Whether this change is positive depends on the sign of the chemical potential.

A plot of the free energy shows that the gradient dU/dN is positive for N < Nc and negative above this value. This means that for 2 and 3D aggregates adding a single molecule to a small aggregate (N< Nc) will be unfavourable. Consequently, if you were to place a ready formed aggregate of N < Nc molecules in solution it would fall apart in order to decrease the free energy of the system. However, once a critical nucleus (N=Nc) of molecules has been formed it becomes favourable for the aggregate to grow. There is therefore an energy barrier to aggregation for isolated molecules in solution which must be overcome if an aggregate is to grow. The size of this critical nucleus occurs at the turning point (μ = dU/dN)

For a 2D aggregate this gives:

and for 3D:

So how do 2D and 3D aggregates start growing?

Since all aggregates start off as individual particles this raises the question as to how 2D or 3D aggregates can start growing. We have seen that to grow, a critical cluster size has to form before it becomes energetically favourable for the aggregation to continue. The formation of these clusters or nuclei can happen in one of two ways.

  1. Homogeneous nucleation

  2. Heterogeneous nucleation

Homogeneous nucleation is where thermal fluctuations force enough molecules together to form a cluster/nucleus of the required size. This is usually extremely unlikely and therefore takes a very long time. There is an energy barrier that must be overcome by a chance fluctuation. For a 3D aggregate this energy barrier has a height of

The probability of this energy being supplied by chance is given by Boltzmann statistics:

Thus the probability of Homogeneous nucleation is strongly dependent on the bulk cohesive energy, the size of aggregate and the temperature. Hence aggregation is faster at higher temperatures. This is often a very small probability, meaning that nucleation takes a long time or effectively never takes place.

Heterogeneous nucleation is where foreign surfaces nucleate the formation of a critical cluster size by introducing additional interactions. (Heterogeneous nucleation). These foreign surfaces can simply be dust particles, or the surfaces of a container in which the material is being held. This mechanism is usually the cause of nucleus formation in ‘dirty’ samples.

Less exposed surface area

Smaller surface term

If an aggregate forms on an impurity, it results in less exposed surface area reducing the size of the correction Usurface. This results in a smaller critical aggregate size and a lower energy barrier to nucleation. Consequently, it is easier for an aggregate to form under these conditions.

Summary of key concepts

Aggregates form when the free energy change on adding a molecule to an aggregate is negative.

The form of the free energy or chemical potential depends upon the shape of the aggregate and the aggregation number

A critical cluster size sometimes has to form before growth can occur. This is needed to overcome the contributions due to the excess surface energy of the aggregate.

This critical cluster size can be achieved via a chance thermal fluctuation (homogeneous nucleation) or through the addition of surfaces / foreign particles (heterogeneous nucleation).

13. Micelles & Membranes

Further reading

jonescover.gifA helpful explanation of self-assembly is also covered in the book ‘Soft Condensed Matter’, although everything required will be covered in these notes.

R.A.L. Jones

QC173.458.S62 JON

Soft Condensed Matter

R.A.L. Jones, Oxford University Press, 2002, Chapter 9

Amphiphilic molecules

Amphiphiles are molecules which have a water soluble head group and a hydrophobic tail group. The head group can be anionic (negatively charged), cationic (positively charged) or uncharged. The tail group is made up of a hydrocarbon chain.

Amphiphiles are found in soaps, food stuffs, detergents, disinfectants and can be found in cosmetics and pharmaceuticals. They are also a major component of human and animal cell membranes.

When amphiphiles sit at the interface between water and oil these 2 liquids do not come into contact as much. This reduces or eliminates the energy cost of the interface. This can be used to stabilise an interface such as the oil-water emulsion of Mayonnaise.

Oil

Water

belowCMC.jpgThe critical micelle concentration

When amphiphilic molecules are added to water at low concentrations, they will initially disperse and some will migrate to the surface to reduce the unfavourable contact between the hydrocarbon tails and the water. The molecules exist as monomers.

cylindricalmicelle.tifsphericalmicelle.tif

At a concentration called the critical micelle concentration aggregates (or micelles) start to form in such a way that the hydrophobic tails become shielded from the aqueous environment.

massivemicelle.tifThe size and structure of a micelle

The free energy per molecule of amphiphiles in a micelle has a minimum at a specific aggregation number. It is easy to see why this might be the case.

When the micelles are too big, we must introduce amphiphiles into the core of the structure. The unfavourable interactions between the hydrophilic head groups of the molecules in the core and the tail groups of surrounding amphiphiles have an energy penalty associated with them.

tinymicelle.tifWhen micelles are too small, the headgroups of the amphiphiles at the surface are unable to pack efficiently enough to prevent water from contacting the hydrophobic tail groups in the core of the micelle. This unfavourable interaction also has an energy penalty associated with it.

micelle.tifAs a result of these interactions, the micelles that form in solution will tend to have a well defined size which corresponds to the case when the amphililes are just able to pack together to ensure a) that no additional amphiphiles are introduced into the core of the micelle and b ) that the headgroups pack efficiently enough to shield the hydrophobic interior from water.

Optimum headgroup area

There is an optimum headgroup area, a0, occupied by an amphiphile at the interface. This is determined by a balance between competing contributions to the free energy. These contributions dominate at different head group areas.

  1. a < a0: Electrostatic or steric repulsion between the head groups act to force neighbouring molecules apart.

  2. a > a0: If the head groups are separated too much then hydrocarbon tails are exposed to water resulting in hydrophobic interactions.

jonesfigurep141.jpgThe hydrocarbon volume and critical chain length

In addition to the headgroup area the amphiphile is characterised by two other parameters.

  1. The hydrocarbon volume, v, is defined as the volume that is occupied by the hydrocarbon tails of the molecules.

criticalchainlength.jpg

  1. The critical chain length, lc , is the length of the hydrocarbon chain when it is fully extended.

[It is important to realise that because of the definition of lc as the maximum length of the amphiphile tail then it is not generally true that a0*lc = v]

Factors affecting the shape of micelles

Amphiphiles are capable of forming many different shaped micelles including spheres, cylinders and bi-layers. The fluid like nature of these molecules means that we can determine the shape of micelles by considering how the amphiphiles pack together.

bilayer.tifcylindricalmicelle.tifsphericalmicelle.tif

To do this we just require 3 parameters:

The hydrocarbon volume, v, The critical chain length, lc The optimum head group area, ao

How do these parameters determine the shape of a micelle?

The critical chain length, lc , determines the size and shape of a micelle as it sets the maximum length to which an individual amphiphile molecule can be stretched

Rlessthanlc.jpgClearly the radius of any micelle that forms has to be less than or equal to this chain length.

Critical packing parameter

The shape of a micelle depends on the critical packing parameter.

In each case we can calculate the conditions through applying the same steps:

  1. Calculate the number of amphiphiles in the micelle

    1. N = surface area of micelle / a0

    2. N = volume of micelle / v

  2. Eliminate N to obtain an expression for R the radius of the micelle in terms of v and a0

  3. Substitute R ≤ lc

  4. Rearrange to find the condition on the critical packing parameter

Spherical micelles

The volume and surface area of a spherical micelle can be related to the aggregation number, N, the hydrocarbon volume, v, and the optimum head group area, ao

If the radius of the micelle is less than the critical chain length, lc for spheres to form we require that

Cylinders

Similarly for cylindrical micelles

![](data:image/x-wmf;base64,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)

The 1/3 comes from the fact that the spherical micelle (above) is more energetically favourable than the cylinder, since the cylinder has exposed ends with hydrophobic tails. However, when H > 1/3 it is no longer possible to form spheres.

Bi-layers

Similarly for bi-layers:

![](data:image/x-wmf;base64,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)

Where in a similar way the ½ originates from the fact that when H is ≤ ½ the amphiphiles will form cylinders.

Summary of key concepts

Amphiphilic molecules contain a hydrophobic head group and hydrophobic tail group.

When added to water they form micelles above a critical concentration. Their shape is determined by the volume and length of the tail and the optimum area of the molecular headgroups.

![](data:image/x-wmf;base64,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)cylindricalmicelle.tifsphericalmicelle.tif A geometric packing parameter can be used to identify whether spherical, cylindrical or bilayer structures will form.

bilayer.tif

![](data:image/x-wmf;base64,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)

![](data:image/x-wmf;base64,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)

Vesicle formation

When lipid bi-layers are formed in solution, there is an excess energy associated with the exposed hydrophobic tail groups at the edges of the structure.

The bi-layers can offset this energy by folding around to close themselves off and form an isolated shell or vesicle.

vesicle

Vesicles are closed structures that can be used to encapsulate materials in their interior for use in drug delivery. If the outside of the vesicle is decorated with specific chemical receptors which cause the vesicle to rupture and deliver its cargo when it reaches its target, it can act like a ‘magic bullet’.

Vesicles are also the most basic model for understanding the physics of the cell wall. A cell membrane consists of a vesicle with additional molecules such as membrane proteins distributed in the lipid bi-layer (A lipid is a type of amphiphile).

Bi-layer / membrane elasticity

a0

a0+Δa

r

d

Earlier we considered the optimum headgroup area a0 which is at the minimum of the free energy. However, when a bi-layer is bent the amphiphiles on the outside of the bi-layer move slightly further apart, whilst the molecules on the inside are pushed closer together. Both these changes will increase the free energy of the bilayer leading to a resistive force or elasticity.

In the simplest approximation:

Calculation: Estimating the elasticity of a membrane

  1. Calculate the head group area at the middle and outside edge of the curved membrane:

    1. =

  2. Solve to find:

  3. The number of headgroups per unit area is 2/a0. One on outer edge, one inner edge so the energy per unit area is 0.5kΔa2*2/a0. Substituting Δa gives:

where

This implies that a membrane has an elasticity with spring constant κ. It also shows that a membrane gets increasingly stiff if the constituent amphiphiles are long and / or fat.

Membrane (Entropic Repulsion)

The stiffness or bending modulus of a typical membrane is sufficiently small that they may undergo thermal induced fluctuations. Below we compare a membrane with some other typical “soft” materials.

Material

Modulus (kPa)

Rubber

1000

Jelly

10

Membrane

0.1

membraneundulation.jpgThe closer two membranes come together the more these “thermal undulations” become restricted by the presence of the other membrane. In comparison with the lecture on steric interactions we may be able to guess that as the number of configurations (or undulations) is reduced the entropy of the system increases. Since this is unfavourable we expect a repulsive entropic force between the membranes.

Calculation: What is the force experienced by 2 membranes?

To make this calculation tractable we have to make a number of simplifications. These it turns out affect the final prefactor but give rise to the correct physics.

We start with the following assumptions:

  1. 2 bi-layers a distance D apart will interact when the modes have amplitude D/2

  2. From the equipartition principle each mode has kBT/2 energy associated with it.

  3. Each mode is a 2D wave and occupies an area πx2

Comes from geometry. Write x in terms of R and D à x2≈RD

=

  1. Use earlier result to find an alternative expression for R. ΔU = kBT/2 and A = πx2

à

The final result is:

This pressure is always repulsive and is stronger for more flexible membranes. The pressure also varies as 1/D3. This is interesting since this is the same dependence we observed for the Van der Waals interaction between two surfaces but with the opposite sign. The combined pressure would therefore be:

This has an interesting consequence that the pressure for a membrane is either always positive or always negative regardless of distance D, depending on the sign of the bracket. Compare this with the DLVO potential for a charged colloid in a solution of ions which has the electrostatic (osmotic) and VdWs terms which exhibits a maximum, meaning that at small separations the particles become stuck together, whereas at large separations the pressure is repulsive.

DLVO

Undulation + VdW

Electrostatic

Undulation

Dispersion